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kestrel's Introduction

Thrust vectoring repository

Setup

Building

  • cd into the relevant project folder
  • scons will build
  • scons upload will build and upload
  • If you get an error about com ports, adjust the port in SConstruct

kestrel's People

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kestrel's Issues

Servo math is overly complex

This line:

temp1=(2*s_a + 2*link - 1.0/(2*horn) - sqrt(sq(1.0/(2*horn) - 2*link - 2*s_a) - 4*(sq(s_a) + 2*link*s_a)*(1 + 1/(8*pow(horn,3)))))/(2*(1 + 1/(8*pow(horn,3))));

Has provably next to no effect. In a python terminal:

>>> link = 28
>>> horn = 12
>>> sq = lambda x: x * x
>>> from math import sqrt

>>> f = lambda s: (2*s + 2*link - 1.0/(2*horn) - sqrt(sq(1.0/(2*horn) - 2*link - 2*s) - 4*(sq(s) + 2*link*s)*(1 + 1/(8*pow(horn,3))))) / (2*(1 + 1/(8*pow(horn,3))))

>>> test_at = [i /10 for i in range(-120, 120)]  # Test all values of s between -12 and 12mm
>>> max(f(x) - x for x in test_at)  # calculate maximal deviation from identity function
0.009045560927901874

I think we can probably afford to lose one hundredth of a millimeter, especially given other assumptions made

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