Codestyle
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@ -53,13 +53,13 @@ class SpmSim(SpmBase):
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def _simFrame(self):
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def _simFrame(self):
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"""Generator to simulate a jumping gaussian"""
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"""Generator to simulate a jumping gaussian"""
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# define normalized 2D gaussian
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# Define normalized 2D gaussian
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def gaus2d(x=0, y=0, mx=0, my=0, sx=1, sy=1):
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def gaus2d(x=0, y=0, mx=0, my=0, sx=1, sy=1):
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return np.exp(-((x - mx)**2. / (2. * sx**2.) + (y - my)**2. / (2. * sy**2.)))
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return np.exp(-((x - mx)**2. / (2. * sx**2.) + (y - my)**2. / (2. * sy**2.)))
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#Generator for dynamic values
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# Generator for dynamic values
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self._MX = 0.75 * self._MX + 0.25 * (10.0 * np.random.random()-5.0)
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self._MX = 0.75 * self._MX + 0.25 * (10.0 * np.random.random() - 5.0)
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self._MY = 0.75 * self._MY + 0.25 * (10.0 * np.random.random()-5.0)
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self._MY = 0.75 * self._MY + 0.25 * (10.0 * np.random.random() - 5.0)
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self._I0 = 0.75 * self._I0 + 0.25 * (255.0 * np.random.random())
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self._I0 = 0.75 * self._I0 + 0.25 * (255.0 * np.random.random())
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arr = self._I0 * gaus2d(self._x, self._y, self._MX, self._MY)
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arr = self._I0 * gaus2d(self._x, self._y, self._MX, self._MY)
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@ -68,12 +68,12 @@ class SpmSim(SpmBase):
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def sim(self):
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def sim(self):
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# Get next frame
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# Get next frame
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beam = self._simFrame()
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beam = self._simFrame()
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total = np.sum(beam) - np.sum(beam[24:48,:])
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total = np.sum(beam) - np.sum(beam[24:48, :])
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rnge = np.floor(np.log10(total) - 0.0 )
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rnge = np.floor(np.log10(total) - 0.0)
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s1 = np.sum(beam[0:16,:]) / 10**rnge
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s1 = np.sum(beam[0:16, :]) / 10**rnge
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s2 = np.sum(beam[16:24,:]) / 10**rnge
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s2 = np.sum(beam[16:24, :]) / 10**rnge
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s3 = np.sum(beam[40:48,:]) / 10**rnge
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s3 = np.sum(beam[40:48, :]) / 10**rnge
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s4 = np.sum(beam[48:64,:]) / 10**rnge
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s4 = np.sum(beam[48:64, :]) / 10**rnge
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self.s1w.set(s1).wait()
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self.s1w.set(s1).wait()
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self.s2w.set(s2).wait()
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self.s2w.set(s2).wait()
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@ -82,8 +82,8 @@ class SpmSim(SpmBase):
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self.rangew.set(rnge).wait()
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self.rangew.set(rnge).wait()
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# Print debug info
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# Print debug info
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print(f"Raw signals: R={rnge}\t{s1}\t{s2}\t{s3}\t{s4}")
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print(f"Raw signals: R={rnge}\t{s1}\t{s2}\t{s3}\t{s4}")
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#plt.imshow(beam)
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# plt.imshow(beam)
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#plt.show(block=False)
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# plt.show(block=False)
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plt.pause(0.5)
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plt.pause(0.5)
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@ -9,14 +9,15 @@ IMPORTANT: Virtual monochromator axes should be implemented already in EPICS!!!
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import numpy as np
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import numpy as np
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from math import isclose
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from math import isclose
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from ophyd import EpicsSignal, EpicsSignalRO, EpicsMotor, PseudoPositioner, PseudoSingle, Device, Component, Kind
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from ophyd import (EpicsSignal, EpicsSignalRO, EpicsMotor, PseudoPositioner,
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PseudoSingle, Device, Component, Kind)
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from ophyd.pseudopos import pseudo_position_argument, real_position_argument
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from ophyd.pseudopos import pseudo_position_argument, real_position_argument
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from ophyd.sim import SynAxis, Syn2DGauss
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from ophyd.sim import SynAxis, Syn2DGauss
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LN_CORR = 2e-4
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LN_CORR = 2e-4
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def a2e(angle, hkl=[1,1,1], lnc=False, bent=False, deg=False):
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def a2e(angle, hkl=[1, 1, 1], lnc=False, bent=False, deg=False):
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"""Convert between angle and energy for Si monchromators
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"""Convert between angle and energy for Si monchromators
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ATTENTION: 'angle' must be in radians, not degrees!
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ATTENTION: 'angle' must be in radians, not degrees!
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"""
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"""
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@ -24,7 +25,7 @@ def a2e(angle, hkl=[1,1,1], lnc=False, bent=False, deg=False):
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angle = angle*np.pi/180 if deg else angle
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angle = angle*np.pi/180 if deg else angle
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# Lattice constant along direction
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# Lattice constant along direction
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d0 = 5.43102 * (1.0-lncorr) / np.linalg.norm(hkl)
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d0 = 5.43102 * (1.0 - lncorr) / np.linalg.norm(hkl)
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energy = 12.39842 / (2.0 * d0 * np.sin(angle))
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energy = 12.39842 / (2.0 * d0 * np.sin(angle))
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return energy
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return energy
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@ -41,22 +42,22 @@ def w2e(wwl):
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return 12398.42 * 0.1 / wwl
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return 12398.42 * 0.1 / wwl
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def e2a(energy, hkl=[1,1,1], lnc=False, bent=False):
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def e2a(energy, hkl=[1, 1, 1], lnc=False, bent=False):
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"""Convert between energy and angle for Si monchromators
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"""Convert between energy and angle for Si monchromators
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ATTENTION: 'angle' must be in radians, not degrees!
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ATTENTION: 'angle' must be in radians, not degrees!
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"""
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"""
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lncorr = LN_CORR if lnc else 0.0
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lncorr = LN_CORR if lnc else 0.0
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# Lattice constant along direction
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# Lattice constant along direction
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d0 = 2*5.43102 * (1.0-lncorr) / np.linalg.norm(hkl)
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d0 = 2 * 5.43102 * (1.0 - lncorr) / np.linalg.norm(hkl)
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angle = np.arcsin(12.39842/d0/energy)
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angle = np.arcsin(12.39842 / d0 / energy)
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# Rfine for bent mirror
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# Rfine for bent mirror
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if bent:
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if bent:
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rho = 2 * 19.65 * 8.35 / 28 * np.sin(angle)
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rho = 2 * 19.65 * 8.35 / 28 * np.sin(angle)
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dt = 0.2e-3 / rho * 0.279
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dt = 0.2e-3 / rho * 0.279
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d0 = 2 * 5.43102 * (1.0+dt) / np.linalg.norm(hkl)
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d0 = 2 * 5.43102 * (1.0 + dt) / np.linalg.norm(hkl)
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angle = np.arcsin(12.39842/d0/energy)
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angle = np.arcsin(12.39842 / d0 / energy)
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return angle
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return angle
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@ -102,22 +103,30 @@ class MonoDccm(PseudoPositioner):
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energy = Component(PseudoSingle, name='energy', kind=Kind.hinted)
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energy = Component(PseudoSingle, name='energy', kind=Kind.hinted)
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# Other parameters
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# Other parameters
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#feedback = Component(EpicsSignal, "MONOBEAM", name="feedback")
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# feedback = Component(EpicsSignal, "MONOBEAM", name="feedback")
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#enc1 = Component(EpicsSignalRO, "1:EXC1", name="enc1")
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# enc1 = Component(EpicsSignalRO, "1:EXC1", name="enc1")
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#enc2 = Component(EpicsSignalRO, "1:EXC2", name="enc2")
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# enc2 = Component(EpicsSignalRO, "1:EXC2", name="enc2")
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@pseudo_position_argument
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@pseudo_position_argument
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def forward(self, pseudo_pos):
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def forward(self, pseudo_pos):
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"""WARNING: We have an overdefined system! Not sure if common crystal movement is reliable without retuning"""
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"""WARNING: We have an overdefined system! Not sure if common crystal movement is reliable without retuning"""
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if abs(pseudo_pos.energy-self.energy.position) > 0.0001 and abs(pseudo_pos.en1-self.en1.position) < 0.0001 and abs(pseudo_pos.en2-self.en2.position) < 0.0001:
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if abs(pseudo_pos.energy-self.energy.position) > 0.0001 and abs(pseudo_pos.en1-self.en1.position) < 0.0001 and abs(pseudo_pos.en2-self.en2.position) < 0.0001:
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# Probably the common energy was changed
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# Probably the common energy was changed
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return self.RealPosition(th1=-180.0*e2a(pseudo_pos.energy)/3.141592, th2=180.0*e2a(pseudo_pos.energy)/3.141592)
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return self.RealPosition(
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th1=-180.0 * e2a(pseudo_pos.energy) / 3.141592,
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th2=180.0 * e2a(pseudo_pos.energy) / 3.141592
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)
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else:
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else:
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# Probably the individual axes was changes
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# Probably the individual axes was changes
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return self.RealPosition(th1=-180.0*e2a(pseudo_pos.en1)/3.141592, th2=180.0*e2a(pseudo_pos.en2)/3.141592)
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return self.RealPosition(
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th1=-180.0 * e2a(pseudo_pos.en1 / 3.141592,
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th2=180.0 * e2a(pseudo_pos.en2) / 3.141592
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)
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@real_position_argument
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@real_position_argument
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def inverse(self, real_pos):
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def inverse(self, real_pos):
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return self.PseudoPosition(en1=-a2e(3.141592*real_pos.th1/180.0),
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return self.PseudoPosition(
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en2=a2e(3.141592*real_pos.th2/180.0),
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en1=-a2e(3.141592 * real_pos.th1 / 180.0),
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energy=-a2e(3.141592*real_pos.th1/180.0))
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en2=a2e(3.141592 * real_pos.th2 / 180.0),
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energy=-a2e(3.141592 * real_pos.th1 / 180.0)
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)
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@ -1,5 +1,5 @@
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from ophyd import Device, Component, EpicsMotor, PseudoPositioner, PseudoSingle
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from ophyd import Device, Component, EpicsMotor, PseudoPositioner, PseudoSingle
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from ophyd.pseudopos import pseudo_position_argument,real_position_argument
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from ophyd.pseudopos import pseudo_position_argument, real_position_argument
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class SlitH(PseudoPositioner):
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class SlitH(PseudoPositioner):
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@ -20,13 +20,13 @@ class SlitH(PseudoPositioner):
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@pseudo_position_argument
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@pseudo_position_argument
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def forward(self, pseudo_pos):
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def forward(self, pseudo_pos):
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'''Run a forward (pseudo -> real) calculation'''
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"""Run a forward (pseudo -> real) calculation"""
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return self.RealPosition(x1=pseudo_pos.cenx-pseudo_pos.gapx/2,
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return self.RealPosition(x1=pseudo_pos.cenx-pseudo_pos.gapx/2,
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x2=pseudo_pos.cenx+pseudo_pos.gapx/2)
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x2=pseudo_pos.cenx+pseudo_pos.gapx/2)
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@real_position_argument
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@real_position_argument
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def inverse(self, real_pos):
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def inverse(self, real_pos):
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'''Run an inverse (real -> pseudo) calculation'''
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"""Run an inverse (real -> pseudo) calculation"""
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return self.PseudoPosition(cenx=(real_pos.x1+real_pos.x2)/2,
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return self.PseudoPosition(cenx=(real_pos.x1+real_pos.x2)/2,
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gapx=real_pos.x2-real_pos.x1)
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gapx=real_pos.x2-real_pos.x1)
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