wip
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1bf927329d
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@ -1,7 +1,7 @@
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# Simulation part
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num_walker=20000
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# Motion model part
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delta=126e3
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delta=161e3
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eta=0.0
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# Distribution part
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tau=1e-3
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@ -15,9 +15,9 @@ techo_start=0e-6
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techo_stop=40e-6
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techo_steps=5
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# STE part
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tevo_start=5e-6
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tevo_stop=60e-6
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tevo_steps=1
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tevo_start=2e-6
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tevo_stop=50e-6
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tevo_steps=49
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tmix_start=1e-5
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tmix_stop=1e1
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tmix_steps=31
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5
main.py
5
main.py
@ -8,7 +8,8 @@ motion = 'IsotropicAngle'
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distribution = 'Delta'
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# parameter = {}
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parameter = {
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"angle": np.linspace(3, 150, num=148),
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"angle": np.linspace(1, 180, num=180),
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"eta": 0.1
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# "sigma": 0.1,
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# "tau": np.logspace(-1, 1, num=3)
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}
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@ -69,7 +70,7 @@ ax.plot(angles, tau_cc_angles, 'o', label='CC (4.9mus)')
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ax.plot(angles, tau_2_angles, 'o', label='F2')
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ax.legend()
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np.savetxt('angle.dat', np.c_[angles, tau_cc_angles, tau_ss_angles, tau_2_angles], header='#x\tcc\tss\tf2')
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np.savetxt('angle_eta.dat', np.c_[angles, tau_cc_angles, tau_ss_angles, tau_2_angles], header='#x\tcc\tss\tf2')
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fig2, ax2 = plt.subplots()
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ax2.plot(angles, np.array(tau_cc_angles)/np.array(tau_2_angles), 'o')
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