forked from M-Labs/artiq
interpolate: refactor discrete_compensate
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@ -6,13 +6,16 @@ import struct
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import serial
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from artiq.wavesynth.interpolate import discrete_compensate
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logger = logging.getLogger(__name__)
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class Segment:
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max_time = 1 << 16 # uint16 timer
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max_val = 1 << 15 # int16 DAC
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max_out = 10. # Volt
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max_out = 10. # Volt
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out_scale = max_val/max_out
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cordic_gain = 1.
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for i in range(16):
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@ -53,24 +56,13 @@ class Segment:
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values, widths, ud, fmt, e)
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raise e
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@staticmethod
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def compensate(coef):
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"""compensates higher order spline coefficients for integrator chain
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latency"""
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order = len(coef)
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if order > 2:
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coef[1] += coef[2]/2.
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if order > 3:
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coef[1] += coef[3]/6.
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coef[2] += coef[3]
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return coef
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def bias(self, amplitude=[], **kwargs):
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"""Append a bias line to this segment.
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Amplitude in volts
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"""
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coef = self.compensate([self.out_scale*a for a in amplitude])
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coef = [self.out_scale*a for a in amplitude]
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discrete_compensate(coef)
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data = self.pack([0, 1, 2, 2], coef)
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self.line(typ=0, data=data, **kwargs)
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@ -83,7 +75,8 @@ class Segment:
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phase[2] in turns*(sample_rate/2**shift)**2
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"""
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scale = self.out_scale/self.cordic_gain
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coef = self.compensate([scale*a for a in amplitude])
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coef = [scale*a for a in amplitude]
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discrete_compensate(coef)
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if phase:
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assert len(amplitude) == 4
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coef += [p*self.max_val*2 for p in phase]
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@ -1,13 +1,7 @@
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from copy import copy
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from math import cos, pi
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def discrete_compensate(c):
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if len(c) > 2:
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c[1] += c[2]/2
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if len(c) > 3:
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c[1] += c[3]/6
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c[2] += c[3]
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from artiq.wavesynth.interpolate import discrete_compensate
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class Spline:
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@ -23,7 +23,15 @@ def _interpolate(time, data, sample_times, order=3):
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return coeffs
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def _zip_program(times, channels, target=):
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def discrete_compensate(c):
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if len(c) > 2:
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c[1] += c[2]/2
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if len(c) > 3:
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c[1] += c[3]/6
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c[2] += c[3]
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def _zip_program(times, channels, target):
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for tc in zip(times, *channels):
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yield {
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"duration": tc[0],
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