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RunningAverage

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  • Update : 2018-04-16
  • Size : 8kb
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  • Author :I*****
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Introduction - If you have any usage issues, please Google them yourself
Control the position of the ball on the disk (i.e., sitting in the spherical coordinate system). In order to realize the closed-loop control of the ball position, the real time acquisition of the ball in the spherical coordinate system is realized. International feedback position value.
Packet file list
(Preview for download)
FilenameSizeUpdate
RunningAverage\examples 0 2017-10-04
RunningAverage\examples\fillValue 0 2017-10-04
RunningAverage\examples\fillValue\fillValue.ino 657 2017-10-04
RunningAverage\examples\ra_FastAverageTest 0 2017-10-04
RunningAverage\examples\ra_FastAverageTest\ra_FastAverageTest.ino 1124 2017-10-04
RunningAverage\examples\ra_hour 0 2017-10-04
RunningAverage\examples\ra_hour\ra_hour.ino 877 2017-10-04
RunningAverage\examples\ra_MinMaxBufferTest 0 2017-10-04
RunningAverage\examples\ra_MinMaxBufferTest\ra_MinMaxBufferTest.ino 983 2017-10-04
RunningAverage\examples\ra_MinMaxTest 0 2017-10-04
RunningAverage\examples\ra_MinMaxTest\ra_MinMaxTest.ino 880 2017-10-04
RunningAverage\examples\ra_test 0 2017-10-04
RunningAverage\examples\ra_test\ra_test.ino 735 2017-10-04
RunningAverage\keywords.txt 923 2017-10-04
RunningAverage\library.json 550 2017-10-04
RunningAverage\library.properties 384 2017-10-04
RunningAverage\RunningAverage.cpp 4643 2017-10-04
RunningAverage\RunningAverage.h 1676 2017-10-04
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