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Last modified by Mora Zhou on 2024/08/08 14:35
From version 13.1
edited by Stone Wu
on 2022/09/21 17:30
Change comment: There is no comment for this version
To version 11.1
edited by Stone Wu
on 2022/09/21 17:22
Change comment: There is no comment for this version

Summary

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Content
... ... @@ -1208,8 +1208,11 @@
1208 1208  1. The actual synthetic frequency S (the minimum frequency value) is the lowest base frequency of the output synthetic frequency. The calculation modes are as follows:
1209 1209  
1210 1210  (% style="text-align:center" %)
1211 -[[image:image-20220921172417-2.png]]
1211 +[[image:08_html_6f6668df922f7274.gif||class="img-thumbnail"]]
1212 1212  
1213 +(% style="text-align:center" %)
1214 +[[image:08_html_6854958a7732277a.gif||class="img-thumbnail"]]
1215 +
1213 1213  **{{id name="_Toc32765"/}}Error Codes**
1214 1214  
1215 1215  (% class="table-bordered" %)
... ... @@ -1288,10 +1288,13 @@
1288 1288  1. The actual synthetic frequency S (the minimum frequency value) is the lowest base frequency of the output synthetic frequency. The calculation modes are as follows:
1289 1289  
1290 1290  (% style="text-align:center" %)
1291 -[[image:image-20220921172437-3.png]]
1294 +[[image:08_html_6f6668df922f7274.gif||class="img-thumbnail"]]
1292 1292  
1293 -**Error Codes**
1296 +(% style="text-align:center" %)
1297 +[[image:08_html_6854958a7732277a.gif||class="img-thumbnail"]]
1294 1294  
1299 +**{{id name="_Toc8461"/}}Error Codes**
1300 +
1295 1295  (% class="table-bordered" %)
1296 1296  |**Error Codes**|**Contents**
1297 1297  |4084H|The data input in the application instruction (s1) and (s2) exceed the specified range
... ... @@ -1365,10 +1365,13 @@
1365 1365  1. 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:
1366 1366  
1367 1367  (% style="text-align:center" %)
1368 -[[image:image-20220921172524-4.png]]
1374 +[[image:08_html_6f6668df922f7274.gif||class="img-thumbnail"]]
1369 1369  
1370 -**Error Codes**
1376 +(% style="text-align:center" %)
1377 +[[image:08_html_6854958a7732277a.gif||class="img-thumbnail"]]
1371 1371  
1379 + **Error Codes**
1380 +
1372 1372  (% class="table-bordered" %)
1373 1373  |(% style="width:134px" %)**Error Codes**|(% style="width:947px" %)**Contents**
1374 1374  |(% style="width:134px" %)4084H|(% style="width:947px" %)The data input in the application instruction (s1) and (s2) exceed the specified range
... ... @@ -1453,8 +1453,11 @@
1453 1453  1. 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:
1454 1454  
1455 1455  (% style="text-align:center" %)
1456 -[[image:image-20220921172550-5.png]]
1465 +[[image:08_html_6f6668df922f7274.gif||class="img-thumbnail"]]
1457 1457  
1467 +(% style="text-align:center" %)
1468 +[[image:08_html_6854958a7732277a.gif||class="img-thumbnail"]]
1469 +
1458 1458  **Error Codes**
1459 1459  
1460 1460  (% class="table-bordered" %)
... ... @@ -1541,8 +1541,11 @@
1541 1541  1. 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:
1542 1542  
1543 1543  (% style="text-align:center" %)
1544 -[[image:image-20220921172606-6.png]]
1556 +[[image:08_html_6f6668df922f7274.gif||class="img-thumbnail"]]
1545 1545  
1558 +(% style="text-align:center" %)
1559 +[[image:08_html_6854958a7732277a.gif||class="img-thumbnail"]]
1560 +
1546 1546  **Error Codes**
1547 1547  
1548 1548  (% class="table-bordered" %)
... ... @@ -1629,8 +1629,11 @@
1629 1629  1. 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:
1630 1630  
1631 1631  (% style="text-align:center" %)
1632 -[[image:image-20220921172617-7.png]]
1647 +[[image:08_html_6f6668df922f7274.gif||class="img-thumbnail"]]
1633 1633  
1649 +(% style="text-align:center" %)
1650 +[[image:08_html_6854958a7732277a.gif||class="img-thumbnail"]]
1651 +
1634 1634  **Error Codes**
1635 1635  
1636 1636  (% class="table-bordered" %)
... ... @@ -1723,8 +1723,11 @@
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:image-20220921172637-8.png]]
1744 +[[image:08_html_6f6668df922f7274.gif||class="img-thumbnail"]]
1727 1727  
1746 +(% style="text-align:center" %)
1747 +[[image:08_html_6854958a7732277a.gif||class="img-thumbnail"]]
1748 +
1728 1728  (9) Exact match pitch of screws (lead) K and Ze,,.,,
1729 1729  
1730 1730  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.
... ... @@ -1738,7 +1738,7 @@
1738 1738  
1739 1739  (% class="table-bordered" %)
1740 1740  |**Helical interpolation direction**|**Radius value R**|**Coordinate of circle center**|**Helical interpolation direction**|**Radius value R**|**Coordinate of circle center**
1741 -|(% rowspan="2" %)Clockwise circular|R > 0|(0，R）|(% rowspan="2" %)Counter clockwise circular|R > 0|（0，-R）
1762 +|(% rowspan="2" %)Clockwise circular|R > 0|(0，R）|(% rowspan="2" %)Counterclockwise circular|R > 0|（0，-R）
1742 1742  |-R < 0|（0，-R）|-R < 0|（0，R）
1743 1743  
1744 1744  **Error Codes**
... ... @@ -1837,8 +1837,11 @@
1837 1837  (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:
1838 1838  
1839 1839  (% style="text-align:center" %)
1840 -[[image:image-20220921172651-9.png]]
1861 +[[image:08_html_6f6668df922f7274.gif||class="img-thumbnail"]]
1841 1841  
1863 +(% style="text-align:center" %)
1864 +[[image:08_html_6854958a7732277a.gif||class="img-thumbnail"]]
1865 +
1842 1842  (9) Exact match pitch of screws (lead) K and Ze,,.,,
1843 1843  
1844 1844  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.
... ... @@ -1952,8 +1952,11 @@
1952 1952  (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:
1953 1953  
1954 1954  (% style="text-align:center" %)
1955 -[[image:image-20220921172744-10.png]]
1979 +[[image:08_html_6f6668df922f7274.gif||class="img-thumbnail"]]
1956 1956  
1981 +(% style="text-align:center" %)
1982 +[[image:08_html_6854958a7732277a.gif||class="img-thumbnail"]]
1983 +
1957 1957  (9) Exact match pitch of screws (lead) K and Ze
1958 1958  
1959 1959  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.
... ... @@ -2066,8 +2066,11 @@
2066 2066  (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:
2067 2067  
2068 2068  (% style="text-align:center" %)
2069 -[[image:image-20220921172803-11.png]]
2096 +[[image:08_html_6f6668df922f7274.gif||class="img-thumbnail"]]
2070 2070  
2098 +(% style="text-align:center" %)
2099 +[[image:08_html_6854958a7732277a.gif||class="img-thumbnail"]]
2100 +
2071 2071  (9) Exact match pitch of screws (lead) K and Ze
2072 2072  
2073 2073  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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