Changes for page 08 High-speed pulse output
Last modified by Mora Zhou on 2024/08/08 14:35
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... ... @@ -986,10 +986,10 @@ 986 986 **Content, range and data type** 987 987 988 988 (% class="table-bordered" %) 989 -|**Parameter**|(% style="width: 702px" %)**Content**|(% style="width:183px" %)**Range**|**Data type**|**Data type (label)**990 -|(s1)|(% style="width: 702px" %)The ON time or the device number storing the ON time|(% style="width:183px" %)0 to 32,767|Signed BIN16|ANY16_S991 -|(s2)|(% style="width: 702px" %)Cycle or the device number storing the cycle|(% style="width:183px" %)1 to 32,767|Signed BIN16|ANY16_S992 -|(d)|(% style="width: 702px" %)The channel number and device number that pulse outputs|(% style="width:183px" %)-|Bit|ANY_BOOL989 +|**Parameter**|(% style="width:636px" %)**Content**|(% style="width:120px" %)**Range**|(% style="width:130px" %)**Data type**|(% style="width:103px" %)**Data type (label)** 990 +|(s1)|(% style="width:636px" %)The ON time or the device number storing the ON time|(% style="width:120px" %)0 to 32,767|(% style="width:130px" %)Signed BIN16|(% style="width:103px" %)ANY16_S 991 +|(s2)|(% style="width:636px" %)Cycle or the device number storing the cycle|(% style="width:120px" %)1 to 32,767|(% style="width:130px" %)Signed BIN16|(% style="width:103px" %)ANY16_S 992 +|(d)|(% style="width:636px" %)The channel number and device number that pulse outputs|(% style="width:120px" %)-|(% style="width:130px" %)Bit|(% style="width:103px" %)ANY_BOOL 993 993 994 994 **Device used** 995 995 ... ... @@ -1035,6 +1035,10 @@ 1035 1035 |**Output shaft**|**Y0**|**Y1**|**Y2**|**Y3**|**Y4**|**Y5**|**Y6**|**Y7** 1036 1036 |Percentage mode sign|SM897|SM957|SM1017|SM1077|SM1137|SM1197|SM1257|SM1317 1037 1037 1038 +|**Output shaft**|**Y0**|**Y1**|**Y2**|**Y3**|**Y4**|**Y5**|**Y6**|**Y7** 1039 +|PWM unit selection|SM902|SM962|SM1022|SM1082|SM1142|SM1202|SM1262|SM1322 1040 +|(% colspan="9" %)Take Y0 as an example: When SM902 is OFF, the Y0 PWM output cycle and pulse width are in "ms"; When SM902 is ON, the Y0 PWM output cycle and pulse width are in "us". 1041 + 1038 1038 **Error code** 1039 1039 1040 1040 (% class="table-bordered" %) ... ... @@ -1048,10 +1048,10 @@ 1048 1048 (% style="text-align:center" %) 1049 1049 [[image:08_html_3ed5f1836c38d129.png||class="img-thumbnail"]] 1050 1050 1051 -The waveform diagram is shown as right.1055 +The waveform diagram is shown as below. 1052 1052 1053 1053 (% style="text-align:center" %) 1054 -[[image:08_html_f38f59f98fdc96c0.png||height=" 213" width="600" class="img-thumbnail"]]1058 +[[image:08_html_f38f59f98fdc96c0.png||height="174" width="477" class="img-thumbnail"]] 1055 1055 1056 1056 = **PWM/PWM perimeter mode** = 1057 1057 ... ... @@ -1723,11 +1723,8 @@ 1723 1723 (8) The actual synthetic frequency S (the lowest frequency value) is the lowest base frequency of the output synthetic frequency. The calculation modes are as follows: 1724 1724 1725 1725 (% style="text-align:center" %) 1726 -[[image: 08_html_6f6668df922f7274.gif||class="img-thumbnail"]]1730 +[[image:image-20220921172637-8.png]] 1727 1727 1728 -(% style="text-align:center" %) 1729 -[[image:08_html_6854958a7732277a.gif||class="img-thumbnail"]] 1730 - 1731 1731 (9) Exact match pitch of screws (lead) K and Ze,,.,, 1732 1732 1733 1733 The starting point coordinate of helical interpolation is (0,0,0),, ,,, set the end point coordinate to (Xe,Ye,Ze), the number of turns of helical interpolation [[image:08_html_f1878c8190771c9b.gif||class="img-thumbnail"]] is determined by formula (1), and recalculate the end point coordinates (Xe',Ye') of X axis and Y axis according to the number of turns of interpolation. ... ... @@ -1840,11 +1840,8 @@ 1840 1840 (8) The actual synthetic frequency S (the lowest frequency value) is the lowest base frequency of the output synthetic frequency. The calculation modes are as follows: 1841 1841 1842 1842 (% style="text-align:center" %) 1843 -[[image: 08_html_6f6668df922f7274.gif||class="img-thumbnail"]]1844 +[[image:image-20220921172651-9.png]] 1844 1844 1845 -(% style="text-align:center" %) 1846 -[[image:08_html_6854958a7732277a.gif||class="img-thumbnail"]] 1847 - 1848 1848 (9) Exact match pitch of screws (lead) K and Ze,,.,, 1849 1849 1850 1850 The starting point coordinate of helical interpolation is (0,0,0), set the end point coordinate to (Xe,Ye,Ze), the number of turns of helical interpolation [[image:08_html_f1878c8190771c9b.gif]] is determined by formula (1), and recalculate the end point coordinates (Xe‘,Ye’) of X axis and Y axis according to the number of turns of interpolation. ... ... @@ -1958,11 +1958,8 @@ 1958 1958 (8) The actual synthetic frequency S (the lowest frequency value) is the lowest base frequency of the output synthetic frequency. The calculation modes are as follows: 1959 1959 1960 1960 (% style="text-align:center" %) 1961 -[[image: 08_html_6f6668df922f7274.gif||class="img-thumbnail"]]1959 +[[image:image-20220921172744-10.png]] 1962 1962 1963 -(% style="text-align:center" %) 1964 -[[image:08_html_6854958a7732277a.gif||class="img-thumbnail"]] 1965 - 1966 1966 (9) Exact match pitch of screws (lead) K and Ze 1967 1967 1968 1968 The starting point coordinate of helical interpolation is (0,0,0),, ,,, set the end point coordinate to (Xe,Ye,Ze), the number of turns of helical interpolation [[image:08_html_f1878c8190771c9b.gif]] is determined by formula (1), and recalculate the end point coordinates of X axis and Y axis according to the number of turns of interpolation. ... ... @@ -2075,11 +2075,8 @@ 2075 2075 (8) The actual synthetic frequency S (the lowest frequency value) is the lowest base frequency of the output synthetic frequency. The calculation modes are as follows: 2076 2076 2077 2077 (% style="text-align:center" %) 2078 -[[image: 08_html_6f6668df922f7274.gif||class="img-thumbnail"]]2073 +[[image:image-20220921172803-11.png]] 2079 2079 2080 -(% style="text-align:center" %) 2081 -[[image:08_html_6854958a7732277a.gif||class="img-thumbnail"]] 2082 - 2083 2083 (9) Exact match pitch of screws (lead) K and Ze 2084 2084 2085 2085 The start point coordinate of helical interpolation is(0,0,0), set the end point coordinate to (Xe,Ye,Ze),the number of turns of helical interpolation [[image:08_html_f1878c8190771c9b.gif]] is determined by formula (1), and recalculate the end point coordinates of X axis and Y axis according to the number of turns of interpolation.
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