Changes for page 07 Adjustments
Last modified by Iris on 2025/07/24 11:03
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... ... @@ -226,7 +226,7 @@ 226 226 (% style="text-align:center" %) 227 227 [[image:image-20220706152743-1.jpeg]] 228 228 229 -Figure 7-3 Speed loop gain 229 +Figure 7-3 Speed loop gain effect illustration 230 230 231 231 **(2) Speed loop integral time constant** 232 232 ... ... @@ -263,6 +263,11 @@ 263 263 264 264 Table 7-6 Speed loop integral time constant parameters 265 265 266 +(% style="text-align:center" %) 267 +[[image:image-20220706153140-2.jpeg]] 268 + 269 +Figure 7-4 Speed loop integral time constant effect illustration 270 + 266 266 **(3) Position loop gain** 267 267 268 268 Determine the highest frequency of the position instruction that the position loop can follow the change. Increasing this parameter can speed up the positioning time and improve the ability of the motor to resist external disturbances when the motor is stationary. However, if the setting value is too large, the system may be unstable and oscillate. The related function codes are shown as below. ... ... @@ -286,6 +286,11 @@ 286 286 287 287 Table 7-7 Position loop gain parameters 288 288 294 +(% style="text-align:center" %) 295 +[[image:image-20220706153656-3.jpeg]] 296 + 297 +Figure 7-5 Position loop gain effect illustration 298 + 289 289 **(4) Torque instruction filter time** 290 290 291 291 Selecting an appropriate torque filter time constant could suppress mechanical resonance. The larger the value of this parameter, the stronger the suppression ability. If the setting value is too large, it will decrease the current loop response frequency and cause needle movement. The related function codes are shown as below. ... ... @@ -323,6 +323,10 @@ 323 323 324 324 Table 7-9 Speed feedforward parameters 325 325 336 +[[image:image-20220706155307-4.jpeg]] 337 + 338 +Figure 7-6 Speed feedforward parameters effect illustration 339 + 326 326 (% class="table-bordered" %) 327 327 |(% style="text-align:center; vertical-align:middle; width:125px" %)**Function code**|(% style="text-align:center; vertical-align:middle; width:330px" %)**Name**|(% style="text-align:center; vertical-align:middle; width:746px" %)**Adjustment description** 328 328 |(% style="text-align:center; vertical-align:middle; width:125px" %)P02-11|(% style="text-align:center; vertical-align:middle; width:330px" %)Torque feedforward gain|(% rowspan="2" style="width:746px" %)Increase the torque feedforward gain because the position deviation can be close to 0 during certain acceleration and deceleration. Under the ideal condition of external disturbance torque not operating, when driving in the trapezoidal speed model, the position deviation can be close to 0 in the entire action interval. In fact, there must be external disturbance torque, so the position deviation cannot be zero. In addition, like the speed feedforward, although the larger the constant of the torque feedforward filter, the smaller the action sound, but the greater the position deviation of the acceleration change point. ... ... @@ -341,7 +341,7 @@ 341 341 By setting the filter time constant, the torque instruction is attenuated in the high frequency range above the cutoff frequency, so as to achieve the expectation of suppressing mechanical resonance. The cut-off frequency of the torque instruction filter could be calculated by the following formula: 342 342 343 343 (% style="text-align:center" %) 344 -[[image: https://docs.we-con.com.cn/bin/download/Servo/2.%20User%20Manual/06%20VD2%20SA%20Series%20Servo%20Drives%20Manual%20%28Full%20V1.1%29/07%20Adjustments/WebHome/40.png?rev=1.1]]358 +[[image:image-20220706155820-5.jpeg]] 345 345 346 346 **(2) Notch filter** 347 347 ... ... @@ -356,9 +356,9 @@ 356 356 The notch width grade is used to express the ratio of the notch width to the center frequency of the notch: 357 357 358 358 (% style="text-align:center" %) 359 -[[image: https://docs.we-con.com.cn/bin/download/Servo/2.%20User%20Manual/06%20VD2%20SA%20Series%20Servo%20Drives%20Manual%20%28Full%20V1.1%29/07%20Adjustments/WebHome/41.png?rev=1.1]]373 +[[image:image-20220706155836-6.png]] 360 360 361 -In formula (7-1), [[image: https://docs.we-con.com.cn/bin/download/Servo/2.%20User%20Manual/06%20VD2%20SA%20Series%20Servo%20Drives%20Manual%20%28Full%20V1.1%29/07%20Adjustments/WebHome/42.png?rev=1.1]] is the center frequency of notch filter, that is, the mechanical resonance frequency; [[image:https://docs.we-con.com.cn/bin/download/Servo/2.%20User%20Manual/06%20VD2%20SA%20Series%20Servo%20Drives%20Manual%20%28Full%20V1.1%29/07%20Adjustments/WebHome/43.png?rev=1.1]] is the width of notch filter, which represents the frequency bandwidth with an amplitude attenuation rate of **-3dB** relative to the center frequency of notch filter.375 +In formula (7-1), [[image:image-20220706155946-7.png]] is the center frequency of notch filter, that is, the mechanical resonance frequency; [[image:image-20220706155952-8.png]] is the width of notch filter, which represents the frequency bandwidth with an amplitude attenuation rate of **-3dB** relative to the center frequency of notch filter. 362 362 363 363 **(2) Depth grade of notch filter** 364 364 ... ... @@ -369,13 +369,10 @@ 369 369 (% style="text-align:center" %) 370 370 [[image:image-20220608174259-3.png]] 371 371 372 -Figure 7- 3Notch characteristics, notch width, and notch depth386 +Figure 7-7 Notch characteristics, notch width, and notch depth[[image:image-20220706160046-9.png]] 373 373 374 -(% style="text-align:center" %) 375 -[[image:https://docs.we-con.com.cn/bin/download/Servo/2.%20User%20Manual/06%20VD2%20SA%20Series%20Servo%20Drives%20Manual%20%28Full%20V1.1%29/07%20Adjustments/WebHome/44.png?rev=1.1]] 388 +Figure 7-8 Frequency characteristics of notch filter 376 376 377 -Figure 7-4 Frequency characteristics of notch filter 378 - 379 379 (% class="table-bordered" %) 380 380 |(% style="text-align:center; vertical-align:middle; width:113px" %)**Function code**|(% style="text-align:center; vertical-align:middle; width:197px" %)**Name**|(% style="text-align:center; vertical-align:middle; width:143px" %)((( 381 381 **Setting method**
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