birdcage/docs/A3981-vectors/A3981-datasheet_page_14.svg
Ryan Malloy 5252d1d73c Add hardware reference docs (A3981, K60, RYS352A)
Allegro A3981 stepper motor driver: datasheet, KiCad symbols/footprint,
3D model (TSSOP-28). Two per G2 board, SPI-controlled, AUTO microstep.

NXP MK60DN512VLQ10 (Kinetis K60): datasheet and 1300-page reference
manual. Cortex-M4 96MHz MCU running the G2 firmware.

Reyax RYS352A GPS module: datasheet and PAIR command guide.
GPS receiver on the G2 board (used for auto-location/satellite lookup).

All extracted as markdown + page images + vector SVGs for LLM context.
Binary assets (PDFs, PNGs, SVGs, STEP, WRL) stored via git-lfs.
2026-02-14 18:36:42 -07:00

2035 lines
179 KiB (Stored with Git LFS)
XML

<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape" version="1.1" width="612" height="792" viewBox="0 0 612 792">
<defs>
<clipPath id="clip_1">
<path transform="matrix(1,0,0,-1,0,792)" d="M0 0H612V792H0Z"/>
</clipPath>
<clipPath id="clip_2">
<path transform="matrix(1,0,0,-1,0,792)" d="M0 0H612V792H0Z"/>
</clipPath>
<clipPath id="clip_3">
<path transform="matrix(1,0,0,-1,0,792)" d="M246.535 44.136H366.344V13.592001H246.535Z"/>
</clipPath>
<clipPath id="clip_5">
<path transform="matrix(1,0,0,-1,0,792)" d="M312.001 334.126H576V140.62702H312.001Z"/>
</clipPath>
<clipPath id="clip_7">
<path transform="matrix(1,0,0,-1,0,792)" d="M312 140.627H576V334.127H312Z"/>
</clipPath>
<clipPath id="clip_8">
<path transform="matrix(1,0,0,-1,0,792)" d="M312 140.627H576V334.127H312Z"/>
</clipPath>
<clipPath id="clip_9">
<path transform="matrix(1,0,0,-1,0,792)" d="M357.58 314.87H433.774V324.246H357.58Z"/>
</clipPath>
<clipPath id="clip_10">
<path transform="matrix(1,0,0,-1,0,792)" d="M312 140.627H576V334.127H312Z"/>
</clipPath>
<clipPath id="clip_11">
<path transform="matrix(1,0,0,-1,0,792)" d="M312 140.627H576V334.127H312Z"/>
</clipPath>
</defs>
<g clip-path="url(#clip_1)">
<path transform="matrix(1,0,0,-1,36.4416,735.5)" stroke-width="1" stroke-linecap="butt" stroke-miterlimit="4" stroke-linejoin="miter" fill="none" stroke="#231f20" d="M0 0H540"/>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="18" font-family="PZDRAU+Arial-BoldMT" font-weight="bold"><tspan y="-721.6296" x="233.5553 246.1013 256.6493 262.1933 272.7413 288.2933 298.8413 304.3853 308.9393 318.4973 328.05534 332.6093 344.1653 350.71733 361.26533 371.81333 378.36534 387.92335 403.47535 419.02735 428.58537 439.13337 443.68736 453.24537 457.79936 469.35536 474.89936 484.45738 495.00538 505.55339 515.1114 521.6634 526.2174 538.7634 545.3154 549.86947 559.4274 568.9854">Automotive Programmable Stepper Driver</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="20" font-family="PZDRAU+Arial-BoldMT" font-weight="bold"><tspan y="-721.7197" x="36 50.24 61.160005 72.08 83">A3981</tspan></text>
</g>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="XDGNIE+ArialMT"><tspan y="-46.2197" x="565.2935 570.8535">14</tspan></text>
<g clip-path="url(#clip_2)">
<path transform="matrix(1,0,0,-1,36,91)" stroke-width="1" stroke-linecap="butt" stroke-miterlimit="4" stroke-linejoin="miter" fill="none" stroke="#231f20" d="M0 0H540"/>
<path transform="matrix(1,0,0,-1,36,38)" stroke-width="1" stroke-linecap="butt" stroke-miterlimit="4" stroke-linejoin="miter" fill="none" stroke="#231f20" d="M0 0H540"/>
<g clip-path="url(#clip_3)">
<g transform="matrix(.041557079,0,0,.04155576,246.5352,747.864)">
<image id="image_4" width="2883" height="735" xlink:href="data:image/png;base64,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"/>
</g>
</g>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="6" font-family="WSZTMG+ArialMT"><tspan y="-37.5204" x="427.7316 431.7336 433.0656 434.3976 437.7336 441.0696 443.0676 446.4036 448.0716 453.06959 454.40159 457.40159 459.39958 462.73558 466.73759 469.73759 472.73759 474.40559 477.74159 482.73957 485.73957">Allegro MicroSystems </tspan><tspan y="-30.3204" x="428.0376 431.3736 434.7096 438.0456 439.7136 443.7156 447.0516 449.0496 450.3816 455.37959 458.71559 460.38359 463.71958 465.71757 467.38557 471.71757 475.05357 478.38957 481.72557">955 Perimeter Road </tspan><tspan y="-23.1204" x="428.1096 433.10758 436.44358 439.77958 442.77958 446.11558 449.45158 452.45158 454.11958 457.45558 459.12596 460.79396 462.46195 466.79396 471.12596 472.79396 476.12995 479.46595 482.80195 486.13795 489.47395 491.47193 494.80793 498.14393 501.47993 504.81593 506.48393 510.81593 512.48397 516.48599 518.154 522.156">Manchester, NH 03103-3353 U.S.A.</tspan></text>
<text fill="#0000ff" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="6" font-family="WSZTMG+ArialMT"><tspan y="-15.920399" x="427.99559 432.32759 436.65959 440.99159 442.65959 445.99559 447.32759 448.65959 451.99559 455.33158 457.32957 460.66557 465.66355 466.99555 469.99555 471.99354 475.32954 476.99754 479.99754 483.33354">www.allegromicro.com</tspan></text>
</g>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FCFJQO+Arial-BoldMT" font-weight="bold"><tspan y="-126.3461" x="328.8887 334.9987 337.7787 343.88868 349.99867 353.88868 359.44868 362.22868 367.78868 370.56867 373.34867 380.01869 383.22868 386.4387 391.9987 397.5587 400.88868 403.66868 409.77867 413.10865 415.88865 421.44865 424.77864 430.33863 433.11863 435.89863 438.67863 444.23863 450.3486 456.4586 462.56858 465.34858 468.67857 471.45857 477.56855 483.67854 486.45854 492.5685 498.6785 501.4585 507.0185 513.1285 517.0185 520.9085 526.4685 532.5785 535.9085 538.68856 542.57858 545.3586 550.9186">Figure 3. Effect of stall condition on current rise</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-658.108" x="36 38.78 42.11 46.550004 51.550004 55.440004 58.22 62.660005 67.66 70.44 74.33 76.83 79.33 82.66 85.44 87.94 92.380008 95.16 99.05 104.05 106.55 111.55 114.880008 119.32001 124.32001 128.76001 133.76001 136.54001 140.43001 142.93001 146.26001 150.70001 153.48001 157.37001 161.81002 164.31002 168.20001 173.20001 178.20001 181.53002 184.31002 186.81002 191.81002 196.25002 199.03002 203.47002 207.91002 210.69002 213.47002 218.47002 223.47002 227.36002 229.86002 233.19002 237.63002 241.52002 246.52002 249.30002 252.08002 254.86002 259.86003 264.86003 267.36003 270.69 274.02 279.02 286.8">transients. It also prevents false short detections resulting from </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-646.108" x="36 40.440004 45.440004 48.770006 52.100008 56.54001 61.54001 64.32001 66.82001 69.600009 72.93001 77.37001 82.37001 86.26001 89.04001 93.48001 98.48001 101.26001 105.15001 107.65001 112.65001 117.09001 122.09001 126.530017 129.86002 134.30002 137.08002 141.52002 146.52002 149.02002 154.02002 159.02002 161.52002 164.30002 169.30002 173.74002 176.24002 184.02002 189.02002 191.80002 196.80002 200.13002 202.63002 207.63002 210.96002 213.46002 220.68003 223.46002 226.79003 229.57003 234.57003 239.57003 242.07003 246.51003 250.95003 255.95003 260.39 264.83003 267.61003 270.39 274.83003 279.83003 284.27003 288.71003">current transients generated by the motor or wiring capacitance </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-634.108" x="36 43.22 48.22 52.660005 57.660005 60.160005 64.600009 67.100009 72.66 78.770008 84.69601 87.19601 89.976009 93.866008 96.366008 99.69601 102.476009 105.80601 109.69601 112.476009 114.976009 118.866008 126.086009 128.86602 131.64601 136.08602 141.08602 145.52602 150.52602 153.02602 158.02602 163.02602">when a FET is first switched on.</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="PZDRAU+Arial-BoldMT" font-weight="bold"><tspan y="-616.108" x="36 42.670003 48.780004 54.890005 58.780004 62.11 64.89 71 76.56 82.67 85.45 88.78 91.56 98.78 104.34 109.899997 115.45999 118.78999 121.56999 127.12999 133.23999 139.34999 142.12999 149.34999 154.90999 158.23999 162.12999">Short Fault Reset and Retry</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-616.108" x="167.6895 170.0085 179.4485 184.4485 188.8885 193.8885 196.3885 200.8285 203.3285 207.2185 212.2185 217.2185 220.54851 223.3285 225.8285 230.26851 233.04851 236.37851 240.81851 245.81851 248.59851 251.37851 253.87851 258.8785 263.3185 267.20854 269.70854 274.70854 279.14854 283.58854 288.58854"> When a short circuit has been </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-604.108" x="36 41 45.440004 48.22 52.660005 57.100008 59.880006 64.32001 69.32001 71.82001 76.26001 79.04001 81.82001 84.32001 89.32001 94.32001 97.100009 102.100009 107.100009 109.880008 113.770008 116.270008 119.600009 124.600009 127.93001 130.43001 133.21 138.21 142.65001 145.15001 148.48001 152.92002 157.92002 160.70001 163.48001 168.48001 170.98001 175.98001 180.98001 185.42002 189.31002 193.75002 196.25002 200.69002 204.02002 208.46002 210.96002 215.96002 218.74002 222.63002 227.07003 232.07003 234.85002 239.29003 244.29003 246.79003 251.79003 256.79005 259.57005 262.35005 265.13005 267.63005 270.41004 275.41004 279.85005">detected all outputs for the faulty phase are disabled until the </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-592.108" x="36 41 45.440004 50.440004 53.22 55.72 60.72 65.16 69.600009 74.600009 77.93001 81.26001 85.70001 90.70001 95.140018 99.58002 102.08002 107.08002 110.41002 113.19002 115.69002 118.47002 123.47002 127.91002 130.41002 135.41002 139.85002 144.85002 147.63002 150.13002 153.46002 156.24002 160.13002 162.91002 167.91002 172.91002 175.41002 179.85002 184.85002 189.85002 194.29003 196.79003 201.79003 206.79003 209.29003 212.07003 217.07003 221.51003 224.01003 229.57003 235.68003 241.79003 246.95203 249.45203 252.23203 257.23204 262.23204 267.23204 270.01203 272.51203 275.01203 277.79203 282.79203 287.23204">next occurrence of: the next rising edge on the STEP input, the </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-580.108" x="36 42.670003 48.780004 54.340005 60.450006 66.560009 71.560009 74.060009 76.840007 81.840007 86.840007 91.840007 94.62 97.12 99.9 103.79 106.29 111.29 116.29 119.07 122.96 127.4 132.4 134.9 137.68 142.68 149.24199 151.74199 154.24199 159.24199 162.57199 165.07199 170.07199 175.07199 177.85199 180.63199 183.41199 185.91199 188.69199 193.69199 198.13199 200.63199 205.63199 208.41199 212.85199 217.85199 222.85199 227.85199 231.74199 234.52199 237.30199 241.74199 244.24199 247.57199 252.012 257.012 259.792 263.682 266.462 270.902 274.232 278.122">RESETn input is pulsed low, or until the diagnostic registers </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-568.108" x="36 40.440004 43.770006 48.210008 50.710008 54.04001 58.48001 62.37001 66.81001 69.59001 72.09001 77.09001 82.09001 84.59001 91.81001 95.140018 97.92001 100.70001 103.48001 108.48001 113.48001 115.98001 118.76001 123.76001 126.26001 131.26001 136.26001 140.70001 143.20001 148.20001 151.53002 154.03002 156.81002 161.81002 166.25002 168.75002 172.08002 176.52002 181.52002 184.30002 188.19002 190.97002 195.41002 198.74002 202.63002 205.13002 207.91002 212.91002 216.24002 221.24002 226.24002 231.24002 236.24002 238.74002 241.52002 246.52002 250.96002 253.46002 257.35005 261.79005 265.12004 267.90003 272.34004 275.12004">are reset by writing to one of the registers through the serial </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-556.108" x="36 38.78 43.78 46.559999 51 54.33 57.660005 62.100008 66.54001 70.98001 73.48001 75.419017 82.639019 85.419017 87.919017 90.69901 95.69901 100.139019 102.639019 107.639019 112.07902 117.07902 119.85902 122.35902 127.919017 134.029 140.139 145.321 147.821 152.261 157.261 165.041 172.821 177.261 182.261 187.261 189.761 194.761 198.091 200.591 205.031 208.36101 211.141 215.58101 218.91101 221.41101 225.85102 228.35102 231.68102 236.12102 241.12102 243.90102 246.68102 249.18102 252.51102 256.95103 260.84104 265.28105 268.06105 270.56105 273.06105 275.84104 280.84104 285.28105">interface. At the next STEP command or after a fault reset, the </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-544.108" x="36 41.56 46 51 53.78 56.559999 59.059999 65.729999 70.17 75.17 77.95 81.84 84.619998 89.06 92.39 94.89 98.22 101 105.44 110.44 112.94 115.72 119.61 122.11 126.55 129.33 133.77 138.21 141.54001 145.98001 150.98001 153.48001 155.98001 158.76001 163.76001 168.20001 170.70001 175.70001 180.70001 183.48001 188.48001 193.48001 196.26001 200.15001 202.65001 207.09001 210.42002 214.86002 217.36002 220.69002 225.13002 228.46002 232.90003 237.90003 242.34003 247.34003 250.12003 254.56003 259.56004 262.06004 264.56004 269.00004 274.00004 279.00004 281.50004 284.28004 289.28004 293.72004">Fault Register flag is cleared, the outputs are re-enabled, and the </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-532.108" x="36 41 46 48.78 51.559999 56 61 65.44 67.94 72.380008 76.82001 80.15001 85.15001 89.04001 92.93001 95.43001 98.21001 103.21001 107.65001 110.15001 115.71001 121.82001 127.73801 130.238 133.018 136.908 139.408 142.738 147.17801 151.06801 155.50801 163.28801 168.28801 171.06801 175.50801 180.50801 183.00801 185.50801 192.72801 197.72801 200.50801 204.94802 207.44802 210.22801 215.22801 219.66802 222.44802 224.94802 227.72801 232.72801 237.16802 239.66802 244.66802 247.44802 251.88802 256.888 261.888 266.888 270.778 273.558 276.338 280.778">voltage across the FET is resampled. Note that the diagnostic </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-520.108" x="36 39.33 43.770006 48.770006 51.550004 55.440004 58.22 62.660005 65.990009 69.880008 72.380008 76.82001 80.15001 84.59001 87.09001 92.09001 97.09001 99.87001 102.37001 106.81001 109.59001 114.030017 118.47002 121.80002 126.24002 131.24002 133.74002 138.74002 143.74002 146.24002 149.02002 154.02002 158.46002 160.96002 164.29003 167.07003 170.96002 173.74002 178.74002 183.74002 186.24002 190.68003 195.68003 200.68003 205.12003 207.62003 212.62003 215.95003 218.45003 221.23003 226.23003 230.67003 233.17003 238.73003 244.84003 250.95003 256.11204 258.61204 261.39204 266.39204 271.39204 276.39204 279.17204">registers are not cleared by the rising edge of the STEP input.</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-502.108" x="36 45.440004 50.440004 53.22 56 60.440004 62.940004 65.72 70.72 75.16 77.66 80.990009 85.43001 90.43001 93.21001 95.990009 98.490009 103.490009 107.93001 111.26001 115.15001 117.93001 121.82001 124.600009 128.49 130.99 133.77 138.77 143.21 145.141 152.36101 157.36101 162.36101 167.36101 172.36101 174.86101 182.08101 184.86101 187.641 190.421 192.921 197.36101 202.36101 207.36101 210.141 212.921 217.921 222.921 227.36101 229.86101 232.641 237.641 240.421 244.311 246.811 251.251 256.251 260.691 263.471 267.911 270.411">While the fault persists the A3981 will continue this cycle, </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-490.108" x="36 40.440004 45.440004 49.880006 54.880006 57.660005 60.440004 65.44 70.44 72.94 75.72 80.72 85.16 87.66 92.66 97.66 100.44 105.44 110.44 113.22 117.11 119.61 122.94 127.94 131.27 133.77 138.21 140.71 144.6 149.6 154.6 157.93001 160.71 163.21 168.21 172.65001 175.98001 178.76001 183.76001 188.76001 191.26001 194.04001 199.04001 203.48001 208.48001 210.98001 215.98001 218.76001 222.65001 227.09001 232.09001 234.87001 237.65001 242.65001 247.65001 250.15001 252.93001 257.93 262.37 264.87 269.87 274.87">enabling the outputs for a short period then disabling the out</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-490.108" x="277.6211">-</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-478.108" x="36 41 46 48.78 52.67 55.17 57.489 63.599 68.599 71.379 75.269 77.769 82.209 84.989 87.769 92.769 99.989 103.879 106.379 109.159 114.159 118.599 120.541 127.761 132.761 137.761 142.761 147.761 150.261 153.041 158.041 160.541 165.541 169.981 174.981 179.981 182.761 187.201 189.701 194.141 196.641 201.08101 206.08101 211.08101 213.86101 216.641 221.641 226.641 231.641 236.641 240.531 243.031 246.921 251.921 256.92103 260.251 263.031 265.531 269.971 272.751 276.081 280.521 285.521 288.301 291.081">puts. This allows the A3981 to handle a continuous short circuit </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-466.108" x="36 43.22 46 48.78 53.78 58.78 63.78 66.56 69.06 74.06 78.5 86.28 90.72 95.72 100.16 102.66 105.16 108.490009 111.82001 114.32001 116.82001 124.04001 129.04001 131.82 134.6 139.04001 141.54001 145.43001 148.21 152.65001 157.65001 162.65001 165.43001 170.43001 175.43001 177.93001 181.26001 185.70001 190.70001 193.48001 198.48001 201.26001 205.59001 208.09001 210.59001 215.03002 217.53002 221.42002 226.42002 231.42002 234.75002 237.53002 240.03002 244.47002 247.25002 250.58002 255.02002 260.02003 262.80003 265.58003 268.08003 272.52003 277.52003 282.52003 286.96003 291.40003 294.73 298.62004">without damage. If, while stepping rapidly, a short circuit appears </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-454.108" x="36 40.440004 45.440004 50.440004 52.940004 57.940004 62.940004 65.44 69.880008 74.32001 77.100009 79.880008 84.880008 89.880008 92.380008 95.16 99.05 101.55 104.33 108.770008 113.770008 118.21001 123.21001 125.71001 128.21 130.99 135.99 140.43001 142.93001 146.26001 150.70001 155.70001 160.14002 164.58002 167.36002 171.80002 176.80002 179.30002 183.19002 188.19002 193.19002 196.52002 199.30002 201.80002 206.24002 209.02002 212.35002 216.79003 221.79003 224.57003 227.35002 229.85002 234.29003 239.29003 242.62003 245.95003 250.39003 255.39003 258.17005 260.67005 265.67005 270.67005 273.45005 277.34007 281.78007 285.67008">and no action is taken, the repeated short circuit current pulses </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-442.108" x="36 43.22 46 48.78 51.559999 54.059999 58.5 63.5 67.94 72.94 75.72 80.72 85.16 87.94 90.72 95.72 98.22 102.66 107.100009 112.100009 115.990009 120.43001 122.93001 125.71001 130.71 135.15001 137.65001 140.43001 144.87001 152.65001 157.65001 162.09001 165.42002 169.86002 172.64002 177.64002 180.97002 185.41002 187.91002 192.91002 196.24002 198.74002 201.52002 206.52002 210.96002 212.87502 220.09502 225.09502 230.09502 235.09502 240.09502 242.59502 245.37502 250.37502 252.87502 256.20503 258.98503 262.87504 267.31504 269.81504 274.25505 279.25505 284.25505 286.75505 291.19505 296.19505">will eventually cause the temperature of the A3981 to rise and an </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-430.108" x="36 41 46 50.440004 53.770006 56.550004 60.990007 68.770008 73.770008 78.21001 81.54001 85.98001 88.76001 93.76001 97.09001 101.530017 104.030017 107.360019 111.80002 116.80002 119.58002 122.360019 124.860019 132.08002 134.86002 137.64002 140.42002 142.92002 147.92002 152.36002 156.80002 161.80002 164.55503">overtemperature fault will occur.</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="PZDRAU+Arial-BoldMT" font-weight="bold"><tspan y="-412.108" x="36 43.78 49.89 55.45 61.56 64.340007 70.450008 76.560009 82.12 88.23 91.01 98.23 103.79 107.12 112.68 118.24 121.57 124.35 130.45999">Open Load Detection</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-412.108" x="136.5615 139.0615 146.2815 151.2815 155.7215 160.7215 163.2215 166.0015 171.0015 175.4415 180.4415 182.9415 187.3815 192.3815 197.3815 202.3815 205.1615 207.9415 210.7215 215.7215 220.7215 224.6115 227.1115 231.5515 234.8815 239.3215 241.8215 246.8215 251.2615 254.0415 258.4815 262.9215 265.7015 270.1415 275.1415"> Open load conditions are detected </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-400.108" x="36 41 46 48.5 56.28 61.28 66.28 69.06 71.84 76.84 80.17 82.95 87.95 92.95 95.45 98.229999 103.229999 107.67 110.17 115.17 120.17 124.61 128.5 132.94 135.44 139.88 144.88 148.21 151.54001 155.98001 160.98001 163.76001 166.26001 173.48001 178.48001 182.92002 187.92002 190.42002 193.20001 198.20001 202.64002 205.14002 210.14002 215.14002 219.58002 223.47002 227.91002 230.41002 237.63002 244.85002 251.52002 254.02002 259.02003 263.46003 266.24003 271.24003 275.68003">by monitoring the phase current when the phase DAC value </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-388.108" x="36 38.78 42.67 45.17 50.17 53.5 57.940004 62.380006 65.16 69.600009 72.93001 75.43001 78.21001 83.21001 87.65001 92.65001 95.15001 100.15001 105.15001 107.65001 109.96001 116.07001 121.07001 125.51001 128.01001 135.23001 140.23001 144.67002 149.67002 152.17002 158.28002 163.28002 167.72002 172.72002 175.22002 181.89002 186.89002 190.22002 193.55002 197.99002 202.99002 205.77002 208.08002 214.19002 219.19002 222.52002 226.96002 230.85002 235.85002 240.85002 243.63002 248.63002 251.13002 253.63002">is greater than 31. The Open Load Current Threshold, I</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="7.5" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-385.608" x="256.957 262.372">OL</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-388.108" x="266.6763"> </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-388.108" x="267.9263 270.4263 272.9263 275.7063 279.5963">, is </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-376.108" x="36 41 45.440004 48.770006 51.550004 56.550004 60.990007 65.990009 68.490009 73.490009 78.490009 80.990009 83.770008 88.770008 93.21001 95.71001 102.93001 109.04001 114.04001 116.54001 120.98001 125.98001 130.98001 133.48001 140.70001 146.81002 151.81002 154.31002 159.31002 162.09001 164.87001 168.76001 171.26001 174.04001 179.04001 181.54001 184.32 189.32 193.76001 196.26001 202.93001 207.93001 212.93001 215.43001 218.76001 223.20001 228.20001 230.98001 234.87001 237.65001 242.09001 245.42002 247.92002 252.36002 256.25004 258.75004 263.19004 265.69004 270.69004 275.13005 278.46003 282.90003 287.34004 292.34004">defined by the OL0 and OL1 bits in the Run register as a percent</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-376.108" x="295.0918">-</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-364.108" x="36 40.440004 45.440004 49.880006 52.380006 57.380006 60.710008 63.210008 65.990009 70.990009 75.43001 77.93001 85.71001 90.15001 95.15001 97.93001 105.71001 110.71001 118.490009 120.990009 124.32001 129.32 134.32 139.32 147.65001 150.98001 153.48001 158.48001 163.48001 167.92002 171.81002 176.25002 178.75002 183.19002 188.19002 191.52002 194.85002 199.29003 204.29003 207.07003 209.57003 212.07003">age of the maximum (100%) phase current, I</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="7.5" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-361.608" x="215.3799 219.5499 226.21739 231.63239">PMAX</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-364.108" x="237.0522"> </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-364.108" x="238.3022 240.8022 243.3022 248.3022 252.7422 256.0722 258.8522 263.8522 268.2922 273.2922 275.7922 278.5722 283.5722 286.0722 288.8522 293.8522 298.2922">, defined in the </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-352.108" x="36 41.56 46.56 51 54.89 59.33 61.83 68.5 73.5 76.83 80.16 84.600009 89.600009 92.380008 94.880008 97.66 102.100009 107.100009 109.880008 114.32001 116.82001 119.130008 125.240009 130.24 134.68001 137.18001 142.18001 147.18001 152.18001 160.51001 163.01001 165.79001 170.23001 175.23001 179.67002 182.45001 184.95001 187.73001 192.73001 195.23001 198.01001 203.01001 207.45001 209.95001 215.51001 220.51001 224.95001 228.84001 233.28002 235.78002 242.45001 247.45001 250.78002 254.11002 258.55003 263.55003 266.33003 268.83003 271.61003 276.05003 281.05003 283.83003 288.27003 290.77003 293.55003 297.44004">Phase Current table. The 100% level in the Phase Current table is </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-340.108" x="36 41 45.440004 48.770006 51.550004 56.550004 60.990007 65.990009 68.490009 73.490009 78.490009 80.990009 83.770008 88.770008 93.21001 95.71001 99.600009 104.04001 109.04001 112.93001 117.37001 119.87001 123.20001 127.640018 131.53002 134.31002 138.20001 140.98001 145.98001 149.31002 151.81002 156.81002 161.25002 164.03002 169.03002 173.47002 175.97002 180.41002 185.41002 190.41002 192.91002 195.69002 200.69002 205.13002 207.63002 212.07003 217.07003 222.07003 224.85002 229.29003 234.29003 237.07003 240.96002 243.46002 248.46002 251.79003 254.29003 257.07005 262.07005 266.51005 269.01005 277.90007 285.12007 288.45005 293.45005">defined by the sense resistor value and the contents of the MXI0 </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-328.108" x="36 40.440004 45.440004 50.440004 52.940004 61.83 69.05 72.380008 77.380008 79.880008 84.880008 87.66 90.44 94.33 96.83 99.61 104.61 107.11 113.78 118.78 123.78 127.11 129.89 134.89 139.89 143.22 147.66 150.44 153.22 158.22 163.22 165.72 172.39 176.83 181.83 184.61 188.5 191.28 195.72 199.05 201.55 206.55">and MXI1 bits in Configuration Register 0.</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-310.108" x="36 41.56 46.56 49.89 52.39 56.83 61.83 66.270008 74.05 79.05 81.83 86.270008">For example:</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-292.108" x="36">&#x2022;</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-292.108" x="39.5"> </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-292.108" x="48 50.78 54.11 56.61">if R</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="7.5" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-289.608" x="63.2783">S</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="REIICQ+TimesNewRomanPSMT"><tspan y="-292.108" x="67.4495 69.9495 75.5895 78.0895 83.0895 88.0895 93.0895 95.5895 103.3695 110.7995 113.2995 117.7395 122.7395 127.7395 130.0565"> = 180 m&#x03a9; and V</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="7.5" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-289.608" x="137.2786 142.2811 146.8636">REF</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-292.108" x="151.0334 153.5334 159.1734 161.6734 166.6734 168.9924 174.9254"> = 2 V,</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-292.108" x="177.4254"> </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-292.108" x="180.0034 182.7834 187.7834 192.2234 197.2234 199.7234">then I</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="7.5" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-289.608" x="203.0469 207.2169 213.8844 219.2994">SMAX</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-292.108" x="224.7192 227.2192 232.85919 235.35919 240.35919 245.35919"> = 694</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-292.108" x="250.35919"> </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-292.108" x="252.85919 260.6392">mA</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-275.608" x="36">&#x2022;</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-275.608" x="39.5"> </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-275.608" x="48 50.78 54.11 56.61 65.5 72.72 76.05 81.05 83.55 89.19 91.69 96.69 99.19 103.630008 108.630008 113.630008 116.130008 125.020008 132.24 135.57 140.57 143.07 148.71 151.21 156.21 158.71 161.21 163.99 168.99 173.43001 178.43001 180.93001">if MXI1 = 1 and MXI0 = 0, then I</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="7.5" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-273.108" x="184.2598 188.4298 195.09729 200.51229">PMAX</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-275.608" x="205.9321 208.4321 214.0721 216.5721 221.5721 226.5721 231.5721 234.0721 241.8521"> = 520 mA</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-259.108" x="36">&#x2022;</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-259.108" x="39.5"> </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-259.108" x="48 50.78 54.11 56.61 63.83 69.94 74.94 80.58 85.58 88.08 92.520008 97.520008 102.520008 105.020008 112.240009 118.350009 123.350009 128.99 133.99 136.49 138.99 141.77 146.77 151.21 156.21 158.71">if OL1=0 and OL0=1, then I</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="7.5" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-256.608" x="162.0332 167.4482">OL</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-259.108" x="171.7524 174.2524 179.8924 182.3924 187.3924 192.3924 197.3924 199.8924 207.6724"> = 156 mA</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-242.608" x="36 42.11 47.11 51.550004 54.050004 59.050004 64.05 68.490009 73.490009 75.990009 78.770008 83.770008 88.21001 93.21001 95.71001 100.15001 105.15001 108.48001 111.81001 116.250019 121.250019 124.030017 126.530017 134.31002 139.31002 144.31002 147.09001 149.87001 154.87001 158.20001 160.70001 163.48001 167.37001 169.87001 174.87001 179.87001 182.65001 187.65001 190.15001 194.59001 199.03002 201.81002 204.59001 209.59001 214.03002 216.53002 220.97002 224.30002 227.08002 231.52002 234.85002 237.35002 241.79003 244.29003 249.29003 252.07003 256.51 261.51 266.51">The open load current monitor is only active after a blank </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-230.608" x="36 38.78 41.559999 49.339998 53.78 56.28 59.61 62.940004 67.94 75.72 78.22 81 86 90.44 92.94 96.83 99.61 104.05 107.380008 110.16 112.66 117.66 120.990009 123.490009 127.93001 130.43001 135.99 145.43001 154.32 156.82 161.26001 166.26001 170.70001 173.48001 177.92002 180.42002 182.348 189.56801 194.56801 197.06801 202.06801 207.06801 211.50801 216.50801 219.00801 221.78801 226.78801 231.22801 236.22801 238.72801 243.16802 247.60802 252.60802 255.10802 260.10804 265.10804 267.88804 272.88804 275.38804 280.38804 284.82804">time from the start of a PWM cycle. An open load can only be </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-218.608" x="36 41 45.440004 48.22 52.660005 57.100008 59.880006 64.32001 69.32001 71.82001 74.600009 77.93001 80.43001 83.21001 88.21001 92.65001 95.15001 102.37001 109.59001 116.26001 118.76001 123.76001 128.20001 130.98001 135.98001 140.42002 142.92002 146.25002 151.25002 154.58002 157.08002 159.86002 164.86002 169.30002 171.80002 176.80002 181.80002 186.24002 190.13002 194.57003 197.07003 199.85002 203.74002 206.24002 211.24002 214.57003 219.01003 223.45003 226.23003 230.67003 234.00003 236.50003 239.28003 244.28003 248.72003 253.72003 256.22004 261.22004 266.22004 268.72004 273.16004 278.16004 283.16004 285.66004 288.44004 293.44004 297.88005">detected if the DAC value for the phase is greater than 31 and the </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-206.608" x="36 40.440004 45.440004 48.770006 52.100008 56.54001 61.54001 64.32001 66.82001 71.82001 76.26001 80.15001 82.65001 87.65001 92.65001 95.43001 97.93001 102.37001 107.37001 111.81001 116.250019 120.69002 125.69002 130.13002 135.13002 137.63002 140.41002 145.41002 149.85002 152.35002 159.57003 164.57003 169.01003 174.01003 176.51003 182.62003 187.62003 192.06003 197.06003 199.56003 206.23003 211.23003 214.56003 217.89003 222.33003 227.33003 230.11003 232.40604 238.51604 243.51604 246.84604 251.28604 255.17604 260.17604 265.17604 267.95603 272.95603 275.45603 278.786 283.786 287.116">current has not exceeded the Open Load Current Threshold for </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-194.608" x="36 43.78 48.78 52.11 56.550004 59.050004 61.83 66.83 71.270008 76.270008 78.770008 83.770008 88.770008 91.270008 96.83 106.270008 115.16 117.66 122.100009 127.100009 131.54001 134.32 138.76001 142.65001">more than 15 PWM cycles.</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-176.608" x="36 42.11 47.11 51.550004 53.495004 60.715005 65.715007 70.715007 75.715007 80.715007 83.215007 87.65501 92.65501 97.65501 100.435009 103.215007 108.215007 113.215007 117.65501 121.545009 124.045009 126.825008 131.82501 134.32501 139.32501 142.65502 145.43502 150.43502 154.87502 157.37502 160.15502 165.15502 169.59502 172.09502 177.09502 180.42502 183.20502 188.20502 193.20502 197.64502 200.14502 205.14502 210.14502 212.92502 217.92502 222.92502 225.70502 229.59502 232.09502 237.09502 242.09502 247.09502 251.53502 254.86502 257.36503 261.80503 266.80503 269.30503 274.30503 279.30503 283.74504 288.74504">The A3981 continues to drive the bridge outputs under an open </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-164.608" x="36 38.78 43.78 48.22 53.22 55.72 60.160005 65.16 70.16 75.16 77.94 80.72 83.5 88.5 93.5 96 100.44 105.44 110.44 112.94 117.380008 120.16 124.600009 129.04001 132.37001 136.26001 138.76001 141.54001 146.54001 150.98001 153.48001 159.04001 163.48001 168.48001 171.26001 174.04001 176.54001 183.21 187.65001 192.65001 195.43001 199.32 202.1 206.54001 209.87001 212.37001 215.70001 218.48001 222.92002 227.92002 230.42002 234.86002 238.75002 241.25002 245.14002 250.14002 255.14002 260.14 262.64 267.08003 270.97004 273.47004 276.25004 281.25004 285.69004">load condition and clears the Fault Register flag as soon as the </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-152.608" x="36 41 46 50.440004 54.33 58.770006 61.270006 65.71001 70.71001 74.04001 77.37001 81.81001 86.81001 89.59001 92.09001 96.530017 101.530017 105.97002 110.41002 114.85002 119.85002 123.74002 126.24002 129.02002 134.02002 138.46002 140.96002 148.18003 153.18003 157.62003 162.62003 165.12003 171.23003 176.23003 180.67003 185.67003 188.17003 194.84003 199.84003 203.17003 206.50003 210.94004 215.94004 218.72003 221.02004 227.13004 232.13004 235.46004 239.90004 243.79004 248.79004 253.79004 256.57005 261.57005 264.07005 269.07005 272.40003 274.90003 277.68003 282.68003 287.12004">phase current exceeds the Open Load Current Threshold or the </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-140.608" x="36 43.22 50.440004 57.110006 59.610006 64.61 69.05 71.83 76.83 81.270008 83.770008 86.55 90.44 92.94 95.72 100.16 104.05 107.94 110.44 113.22 118.22 122.66 127.66 130.16 135.16 140.16 142.66 144.975 151.085 156.085 160.52501 163.02501 168.02501 170.80501 175.24501 180.24501 185.24501 190.24501 194.13501 196.91501 199.695 204.13501 206.63501 209.96501 214.40502 219.40502 222.18502 226.07501 228.85501 233.29502 236.62502 240.51502 243.01502 246.34502 250.78502 253.56502 258.005 260.785 265.785 268.285 271.065 276.065 280.505">DAC value is less than 32. The diagnostic registers retain the </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-658.108" x="312 317 322 326.44 331.44 333.94 336.72 341.72 346.16 351.16 353.66 356.99 361.43 366.43 369.21 371.99 374.49 379.49 382.27 385.05 388.94 391.44 393.94 401.16 407.27 413.929 416.429 420.869 425.869 430.869 433.369 440.589 446.69898 453.369 455.869 458.369 462.809 467.809 472.809 475.309 482.529 485.309 488.089 490.869 493.369 498.369 503.369 506.149 508.649 513.649 518.089 520.589 525.029 527.809 532.249 536.689 540.01907 544.45907 549.45907 551.95907 556.95907 561.95907 564.7391 567.5191 570.29916">open load fault bits, OLA and OLB, and will not be cleared until </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-646.108" x="312 318.67 324.78 330.34 336.44999 342.55998 347.55998 350.04496 352.82496 356.71498 359.20497 364.20497 369.20497 371.98497 375.87498 380.31498 385.31498 387.80497 390.58497 395.58497 402.80497 405.29496 410.29496 413.62495 416.11494 421.11494 426.11494 430.55494 433.04493 438.04493 441.3749 443.8649 446.6449 451.6449 456.0849 458.5699 463.5699 466.34989 470.7899 475.7899 480.7899 485.7899 489.6799 492.4599 495.2399 499.6799 502.1619 505.49189 509.9319 514.9319 517.7119 521.6019 524.38198 528.82199 532.152 536.042 538.532 541.312 545.202 547.692 554.912 558.242 561.02206 563.80209 566.5821 571.0221 576.0221">RESETn is pulsed low or one of the diagnostic registers is written </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-634.108" x="312 314.78 319.78 323.11 328.11 333.11 338.11 343.11 345.61 348.38999 353.38999 357.83 360.33 364.22 368.66 371.99 374.77 379.21 381.99 384.49 387.27 392.27 395.05 399.49 402.81999 406.14997 410.58998 415.02998 419.46998">through the serial interface.</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="PZDRAU+Arial-BoldMT" font-weight="bold"><tspan y="-616.108" x="312 318.67 322 327.56 330.34 333.12 335.9 343.12 348.68 352.00999 357.56999 363.12998 366.45997 369.23997 375.34996">Stall Detection</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-616.108" x="381.458 383.958 389.518 394.518 397.848 400.348 404.788 407.568 410.348 412.848 420.628 425.628 428.408 433.408 436.73799 440.628 443.128 445.908 448.688 451.188 453.968 457.858 460.358 465.358 470.358 474.24803 478.13804 480.91804 485.91804 488.69804 493.13804 495.63804 498.41804 503.41804 505.91804 510.91804 515.35806 518.13809 522.57809 525.9081 533.6881 536.46817 541.46817 545.90817 548.40817 551.1882 556.1882 560.6282"> For all motors it is possible to determine the </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-604.108" x="312 319.78 324.22 328.66 333.66 338.1 343.1 345.88 350.32 354.76 357.54 360.04 363.93003 366.71003 371.15003 373.93003 378.37004 380.87004 385.87004 389.2 391.7 394.48 399.48 403.92 406.42 414.2 419.2 421.98 426.98 430.31 432.81 437.81 442.81 445.31 453.09 458.09 463.09 465.87 468.65 473.65 476.97999 479.75999 484.75999 489.75999 492.25999 495.03999 500.03999 504.47999 506.97999 511.97999 516.42 520.86 525.86 529.19 535.3 544.19 549.75">mechanical state of the motor by monitoring the back-EMF </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-592.108" x="312 315.33 322 328.11 337 342.56 345.88999 348.38999 353.38999 357.83 362.83 367.27 370.59999 375.03999 377.81999 382.25999 387.25999 389.75999 392.53999 397.53999 400.03999 402.81999 407.81999 412.25999 414.75999 422.53999 427.53999 430.31999 435.31999 438.64997 441.14997 446.14997 451.14997 455.58998 459.47999 463.91999 466.41999 473.63999 476.41999 481.41999 486.41999 489.19999 494.19999 499.19999 503.09 505.59 507.522 514.192 516.692 520.58206 523.36209 527.80209 530.5821 533.3621 537.8021 542.8021 545.3021 553.08218 558.08218 560.8622 565.8622 569.1922">(BEMF) generated in the motor phase windings. A stalled motor </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-580.108" x="312 316.44 321.44 326.44 331.44 334.22 337 339.78 344.78 349.78 352.28 355.06 358.95 361.45 368.67 373.67 378.11003 383.11003 385.61003 388.39 393.39 397.83003 400.33003 405.33003 410.33003 414.77003 418.66004 423.10005 425.60005 430.04005 435.04005 438.37004 441.7 446.14 451.14 453.92 457.81004 460.31004 464.75004 468.08003 472.52003 475.02003 480.02003 484.46003 487.24003 492.24003 497.24003 499.74003 503.63005 508.07005 513.07009 518.07009 522.5101 527.5101 531.9501 536.3901 541.3901 543.8901 546.6701 551.6701 554.1701 558.0601 560.84017 565.28018 570.28018">condition is when the phase currents are being sequenced to step </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-568.108" x="312 314.78 319.78 324.22 326.72 334.5 339.5 342.28 347.28 350.61 353.11 358.11 363.11 365.88999 368.38999 371.16999 376.16999 380.61 383.11 390.88999 395.88999 398.66999 403.66999 406.99998 409.49998 412.82997 417.26997 425.04997 429.48997 432.26997 437.26997 441.15998 443.65998 447.55 450.33 454.77 457.55 460.33 465.33 470.33 474.77 478.09999 482.425 484.925 487.244 493.35398 498.35398 501.13398 505.024 507.524 511.964 516.404 521.404 523.904 528.904 533.344 535.844 540.844 545.844 550.284 552.784 555.564 560.564">the motor but the motor remains stationary. This can be due to </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-556.108" x="312 316.44 318.94 326.72 331.16 335.6 340.6 345.04 350.04 352.82 357.26 361.7 364.48 366.98 371.98 374.76 379.76 384.2 389.2 393.64 398.64 403.08003 405.58003 409.47004 414.47004 418.91004 423.91004 426.41004 430.85005 434.74006 437.24006 441.68006 446.68006 449.18006 453.62007 458.62007 463.62007 466.12007 470.01008 472.79008 477.79008 482.79008 485.29008 490.29008 493.62007 496.12007 498.90007 503.90007 508.34007 510.84007 514.73007 517.5101 521.9501 526.9501 529.4501 533.3401 537.7801 542.7801 547.7801 552.2201 557.2201 561.6601 566.1001">a mechanical blockage such as an end stop or the step sequence </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-544.108" x="312 316.44 321.44 325.88 330.32 334.76 339.76 342.54 347.54 352.54 355.04 357.82 362.82 367.26 369.76 377.54 382.54 385.32 390.32 393.65 396.15 400.59 405.03 410.03 414.47 419.47 422.25 425.03 427.81 430.59 435.59 438.09 441.41999 446.41999 449.74998 452.24998 455.02998 460.02998 464.46998 466.96998 471.40998 474.18998 476.96998 481.40998 485.84999 490.84999 495.28999 500.28999 502.78999 505.56999 510.56999 515.00997 520.00997 522.50997">exceeding the motor capability for the attached load. </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-526.108" x="312 318.67 321.17 326.73 336.17 345.06004 347.56004 355.34004 360.34004 365.34004 368.12004 370.90003 375.90003 379.23 381.73 385.06 389.5 393.94 396.72 401.72 405.05 409.49 411.99 414.77 418.66 421.16 423.94 428.94 433.38 436.16 441.16 446.16 450.6 455.6 458.1 460.88 465.88 468.38 471.16 476.16 480.6 482.527 489.747 494.747 499.747 504.747 509.747 512.247 515.02706 520.02706 522.52706 526.96707 530.85708 534.7471 537.5271 541.4171 544.19717 546.69717 549.4772 554.4772">A PWM monitor feature is included in the A3981 to assist in </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-514.108" x="312 317 321.44 324.22 328.66 333.1 335.88 338.66 343.66 348.66 351.16 353.94 358.94 363.38 365.88 369.77003 372.55003 376.99003 379.77003 382.55003 385.05003 389.49003 394.49003 399.49003 404.49003 407.27003 410.05003 412.83003 417.83003 422.83003 425.33003 430.33003 433.66 436.16 438.94 443.94 448.38 450.88 454.77003 457.55003 461.99003 466.99003 471.99003 476.43003 479.76 482.26 490.04 495.04 497.82 502.82 505.564 508.064 510.384 516.494 521.494 524.27407 528.16409 530.66409 533.9941 538.4341 542.8741 545.6541 550.6541 553.98416 558.42416">detecting the stall condition of the stepper motor. This feature </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-502.108" x="312 317 320.89 325.33003 329.22004 331.72004 334.50004 339.50004 343.94004 346.44004 350.88005 354.02604 357.35603 361.79603 366.23603 369.01603 371.51603 376.51603 379.846 382.346 385.126 390.126 394.566 397.066 403.73603 409.846 418.73603 424.29603 426.79603 431.79603 436.79603 439.29603 442.07603 447.07603 451.51603 454.01603 458.45603 463.45603 466.786 470.116 474.556 479.556 482.336 484.836 488.166 490.94599 494.836 499.276 501.776 504.556 507.336 515.116 519.556 522.056 527.056 532.056 534.556 538.99606 543.99606 551.77609 556.77609 561.21609">uses the effect of the BEMF on the current rise time by compar</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-502.108" x="564.3193">-</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-490.108" x="312 314.78 319.78 324.78 327.28 330.06 335.06 339.5 342 347.56 357 365.89 368.39 372.83003 377.83003 382.83003 387.83003 390.61003 393.11003 398.11003 403.11003 406.44 409.22 414.22 419.22 421.72 424.5 429.5 433.94 436.44 440.88 445.88 449.21 452.53999 456.97999 461.97999 464.75999 467.25999 470.58998 473.36997 477.25999 481.69999 484.19999 489.19999 494.19999 498.63999 503.63999 506.96998 511.40998 516.41 519.19 521.69 524.47006 529.47006 531.97006 536.97006 541.41006 544.19009 548.63009 551.9601 559.7401 562.52017 567.52017 571.96017">ing the PWM count during the current rise quadrant to determine </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-478.108" x="312 314.78 319.78 324.22 326.72 331.72 336.72 339.5 344.5 347.28 349.78 354.22 357 359.5 366.72 371.72 374.5 378.94 383.94 386.44 390.88 393.38 397.27003 400.05003 404.49003 407.27003 410.05003 412.55003 417.55003 421.99003 426.43003 431.43003 434.76 438.65003 441.15003 443.65003 450.32005 454.76005 457.54005 460.32005 464.76005 469.76005 472.54005 476.98005 479.48005 483.37007 486.15007 490.59007 493.37007 496.15007 498.65007 503.65007 508.09007 510.87007 515.31008 519.75009 522.5301 525.3101 530.3101 535.3101 537.8101 540.59017 545.59017 548.09017 552.53018">the point at which a stall occurs. Reliable stall detection in a </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-466.108" x="312 315.89 318.67 326.45 331.45 334.23 338.67 341.17 345.06004 347.84004 352.28004 357.28004 362.28004 366.72004 370.05003 372.55003 377.55003 380.88 383.66 388.66 393.1 396.43 398.93 401.71 405.6 408.1 413.1 418.1 420.88 425.88 428.38 433.38 438.38 442.27003 446.16004 448.94004 453.94004 456.72004 461.16004 463.66004 468.66004 473.66004 476.16004 480.60005 485.60005 493.38005 498.38005 501.16004 506.16004 508.94004 513.94009 518.94009 521.44009 524.2201 529.2201 533.6601 536.1601 541.7201 551.1601 560.0501">simple stepper driver is only possible by combining the PWM </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-454.108" x="312 319.78 324.78 329.78 332.56 335.34 340.34 343.66999 346.16999 353.38999 356.16999 358.94999 363.94999 366.44999 370.88999 373.38999 377.83 382.83 387.83 390.61 393.38999 398.38999 403.38999 408.38999 413.38999 417.28 419.78 423.67 426.45 430.89 435.89 438.39 442.28004 446.72004 451.72004 456.72004 461.16004 466.16004 470.60005 475.04005 477.54005 481.98005 484.76005 487.26005 491.70005 494.20005 498.09007 503.09007 506.21907 509.54905 512.32907 516.76907 519.5491 523.9891 528.9891 531.7691 534.54916 539.54916 542.04916 547.04916 549.82919 554.82919 559.82919">monitor with a continuous step sequence at a sufficiently high </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-442.108" x="312 315.89 318.67 323.11003 328.11003 330.61003 333.94 338.38 341.16 345.6 348.1">step rate. </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-424.108" x="312 321.44 326.44 330.88 335.88 338.38 342.82 345.32 353.1 358.1 360.88 365.88 369.21 371.71 374.49 378.38 380.88 384.21 389.21 394.21 399.21 401.99 406.99 411.99 414.49 419.49 424.49 427.81999 435.59999 440.03999 442.81999 445.59999 449.93498 452.43498 454.93498 459.37498 462.15498 464.65498 468.54499 473.54499 477.985 482.425 487.425 489.925 492.425 495.205 500.205 504.645 507.145 513.815 519.925 528.815 533.567 536.067 538.567 543.567 548.007">When a motor is running normally, at speed, the BEMF, gen</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-424.108" x="553.0059">-</tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-412.108" x="312 316.44 319.77 324.21 326.99 331.43 336.43 338.93 343.93 348.93 351.43 354.21 359.21 363.65 366.15 373.93 378.37 383.37 388.37 392.81 395.59 398.37 402.81 405.31 410.31 415.31 418.09 422.53 426.42 428.92 431.7 436.7 439.2 441.98 446.98 451.42 453.92 461.7 466.7 469.48 474.48 477.81 480.31 485.31 489.75 493.64 497.53004 500.31004 505.31004 510.31004 512.81008 515.5901 520.5901 525.0301 527.5301 532.5301 537.5301 541.9701 545.8601 550.3001">erated by the magnetic poles in the motor passing the phase </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-400.108" x="312 319.22 322 327 332 334.78 339.78 344.78 348.67 351.17 353.67 358.11003 362.55003 365.33003 369.22004 371.72004 376.16004 381.16004 385.60005 388.38005 393.38005 397.27006 400.05006 402.55006 405.33006 410.33006 414.77006 417.27006 421.16007 426.16007 431.16007 436.16007 438.94007 443.94007 446.44007 451.44007 456.44007 459.22007 462.00007 466.44007 471.44007 475.88008 478.38008 482.82008 487.82008 492.82008 495.32008 498.65007 503.09007 508.09007 513.0901 517.5301 521.9701 525.8601 528.3601 531.14016 536.14016 540.58016 543.08016 546.41018 549.1902 553.0802 557.5202">windings, acts against the supply voltage and reduces the rise </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-388.108" x="312 315.33 319.77 322.55 326.99 329.49 334.49 337.81999 340.31999 343.09999 348.09999 352.53999 355.03999 360.03999 365.03999 369.47999 373.37 377.81 380.31 384.75 389.75 393.08 396.40998 400.84999 405.84999 408.62998 411.12998 413.62998 418.06999 421.96 424.46 428.35 433.35 438.35 445.57 450.57 453.07 455.85 460.85 463.35 468.91 471.69 476.69 481.69 485.02 489.46 491.96 496.96 499.46 501.766 507.87599 512.876 517.316 519.816 525.376 534.816 543.706 546.206 550.646 555.646 558.976 562.306 566.74606 571.74606 574.52609">rate of the phase current, as shown in Figure 3. The PWM current </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-376.108" x="312 316.44 321.44 326.44 329.22 332.55 337.55 340.33 342.83 347.83 352.83 357.27 361.16 363.66 368.66 373.66 376.44 378.94 383.38 387.82 390.6 393.38 398.38 402.82 405.6 410.04 412.54 417.54 422.54 425.32 428.1 430.88 433.38 436.16 441.16 445.6 448.1 452.54 457.54 460.87 464.19999 468.63999 473.63999 476.41999 478.91999 482.24998 486.68998 491.12998 495.56999 500.56999 505.00999 508.9 511.4 514.18 519.18 523.62 526.12 530.01 534.45 537.23007 539.73007 542.5101 545.8401 548.6201 553.6201 556.1201 558.90017 563.34017 568.34017 572.78018 575.5602">control does not activate until the current reaches the set trip level </tspan></text>
<text fill="#231f20" xml:space="preserve" transform="matrix(1 0 -0 1 0 792)" font-size="10" font-family="FMJOQO+TimesNewRomanPSMT"><tspan y="-364.108" x="312 315.33 320.33 323.65998 326.15998 328.93998 333.93998 338.37998 340.87998 348.65998 351.43998 355.87998 359.20997 364.20997 368.09999 370.87998 375.31999 380.31999 382.81999 387.81999 392.81999 396.71 399.49 402.27 405.05 410.05 415.05 417.55 419.856 429.296 434.296 438.736 443.736 446.236 450.676 453.176 460.956 465.956 468.736 473.736 477.06599 479.56599 482.34599 486.236 488.736 492.626 495.406 500.406 505.406 510.406 514.846 519.846 522.346 524.846 529.286 533.176 535.676 538.45608 543.45608 545.95608 550.39608 552.89608 556.7861 559.5661 564.0061 566.78616 569.56619">for the microstep position. When a motor is stopped, as in a stall </tspan></text>
<g clip-path="url(#clip_5)">
<g transform="matrix(.37235544,0,0,.37427468,312,457.8736)">
<image id="image_6" width="709" height="517" xlink:href="data:image/png;base64,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"/>
</g>
</g>
<g clip-path="url(#clip_7)">
<text fill="#ff0000" xml:space="preserve" transform="matrix(.9954252 0 -0 1.0045958 0 792)" font-size="8.331013" font-family="ETRYCQ+ArialMT"><tspan y="-262.88099" x="355.2141 360.77928 363.1036 365.42796 370.06834 374.2422 376.56654 378.88255 383.52293 385.84727 388.1633 392.33714 394.6615 399.30186 401.15968">Effect of stall</tspan><tspan y="-253.35863" x="369.61845 373.79228 378.43266 383.073 387.71339 389.5712 391.89555 393.75337 398.3937">condition</tspan></text>
<text xml:space="preserve" transform="matrix(.9954252 0 -0 1.0045958 0 792)" font-size="8.331013" font-family="ETRYCQ+ArialMT"><tspan y="-256.93266" x="480.42924 486.4442 491.07627 493.8505 500.79023 505.42225 507.27174 509.58778 512.362 516.994 521.6927 526.3247 528.1742 532.8062 537.43826">Normal running </tspan><tspan y="-247.41028" x="480.4292 484.60304 489.2434 493.8838 498.52415 500.38197 502.7063 504.56413 509.20448">condition</tspan></text>
</g>
<path transform="matrix(1.0392063,0,0,1.0487805,415.00657,543.8938)" d="M0 0 1.387-2.057-10.68-10.139-10.14-10.98 1.963-2.909 3.36-4.98 6.66 .841Z" fill="#ff0000"/>
<path transform="matrix(1.0392063,0,0,1.0487805,474.6231,514.7737)" d="M0 0-2.228 1.127V-5.594L3.112-1.573 .908-.459 6.772 11.326 5.872 11.746Z"/>
<g clip-path="url(#clip_8)">
<text fill="#ff0000" xml:space="preserve" transform="matrix(.9954252 0 -0 1.0045958 0 792)" font-size="8.331013" font-family="ETRYCQ+ArialMT"><tspan y="-315.30946" x="359.22285 361.53886 366.1709 370.3364 373.11064 377.74266 382.3747 386.5402 391.17225 395.80427 398.12028 402.75233 407.38435 414.32408 419.02287 423.65489 426.4291 428.74513">Increased number o</tspan></text>
</g>
<g clip-path="url(#clip_9)">
<text fill="#ff0000" xml:space="preserve" transform="matrix(.9954252 0 -0 1.0045958 0 792)" font-size="8.331013" font-family="ETRYCQ+ArialMT"><tspan y="-315.30946" x="433.4501">f</tspan></text>
</g>
<g clip-path="url(#clip_10)">
<text fill="#ff0000" xml:space="preserve" transform="matrix(.9954252 0 -0 1.0045958 0 792)" font-size="8.331013" font-family="ETRYCQ+ArialMT"><tspan y="-305.66337" x="360.10008 365.6735 373.55467 380.51103 382.82707 387.00926 391.0831 395.26527 397.1314 401.78013 405.96229 408.2783 412.927 415.25968 417.5757 422.2244 426.8731 431.05528 435.70399">PWM cycles at each </tspan><tspan y="-296.14103" x="399.5641 406.51216 408.36997 412.5438 415.32637 419.96675 424.1406 426.46495 431.10533">microstep</tspan></text>
</g>
<path transform="matrix(1.0392063,0,0,1.0487805,425.60615,507.27134)" d="M0 0 2.323-.949-1.14-9.66-.18-10.02 3.291-1.344 5.58-2.28 5.04 4.439Z" fill="#ff0000"/>
<g clip-path="url(#clip_11)">
<path transform="matrix(1.0392063,0,0,1.0487805,442.6904,517.90567)" stroke-width=".75" stroke-linecap="round" stroke-linejoin="round" fill="none" stroke="#ff0000" d="M0 0C0-.779-.54-1.439-1.2-1.439H-5.7C-6.36-1.439-6.84-2.1-6.84-2.88-6.84-2.1-7.38-1.439-8.04-1.439H-13.08C-13.74-1.439-14.28-.779-14.28 0"/>
<path transform="matrix(1.0392063,0,0,1.0487805,487.086,484.99504)" stroke-width=".75" stroke-linecap="round" stroke-linejoin="round" fill="none" stroke="#ff0000" d="M0 0C0-.78-.541-1.38-1.141-1.38H-5.641C-6.301-1.38-6.84-2.04-6.84-2.82-6.84-2.04-7.381-1.38-8.041-1.38H-13.021C-13.681-1.38-14.221-.78-14.221 0"/>
<path transform="matrix(1.0392063,0,0,1.0487805,398.23338,565.73068)" stroke-width=".75" stroke-linecap="round" stroke-linejoin="round" fill="none" stroke="#ff0000" d="M0 0C0-.78-.54-1.44-1.14-1.44H-5.64C-6.3-1.44-6.84-2.101-6.84-2.88-6.84-2.101-7.38-1.44-8.04-1.44H-13.02C-13.68-1.44-14.22-.78-14.22 0"/>
<path transform="matrix(1.0392063,0,0,1.0487805,516.70339,473.03904)" stroke-width=".75" stroke-linecap="round" stroke-linejoin="round" fill="none" stroke="#ff0000" d="M0 0C0-.78-.301-1.38-.721-1.38H-3.36C-3.78-1.38-4.08-2.04-4.08-2.82-4.08-2.04-4.44-1.38-4.801-1.38H-7.801C-8.221-1.38-8.521-.78-8.521 0"/>
</g>
</svg>