Modern Phys Lab Planck's Constant Update
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@@ -5,11 +5,11 @@ import scipy
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colors = ['blue', 'green', 'orange', 'purple', 'red']
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wavelengths = {
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'blue': 465,
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'green': 520,
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'orange': 589,
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'purple': 390,
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'red': 622
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'blue': 465 * 10**(-9),
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'green': 520 * 10**(-9),
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'orange': 589 * 10**(-9),
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'purple': 390 * 10**(-9),
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'red': 622 * 10**(-9)
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}
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u_0 = np.empty((len(colors)))
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@@ -28,7 +28,7 @@ for color_index, color in enumerate(colors):
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for index, line in enumerate(lines):
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parts = line.split('\t')
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voltage[index] = float(parts[0])
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current[index] = float(parts[1])
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current[index] = float(parts[1]) / 1000
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## Line 1
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line_1_bound = len(lines) // 3
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@@ -53,18 +53,28 @@ for color_index, color in enumerate(colors):
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ax.legend()
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ax.set_title(f"Voltage v Current ({color})")
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ax.set_xlabel("Voltage (V)")
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ax.set_ylabel("Current (mA)")
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ax.set_ylabel("Current (A)")
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u_0[color_index] = intersect_y[0]
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u_0[color_index] = intersect_x[0]
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wavelength_inv[color_index] = 1 / wavelengths[color]
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plt.show()
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line = polynomial.Polynomial.fit(u_0, wavelength_inv, 1)
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space = np.linspace(min(u_0), max(u_0))
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plt.plot(space, line(space), color='orange', label='Trendline 2')
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line = polynomial.Polynomial.fit(wavelength_inv, u_0, 1).convert()
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line = line.convert(domain = [min(wavelength_inv), max(wavelength_inv)]).convert()
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plt.scatter(u_0, wavelength_inv)
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plt.xlabel("U_0")
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plt.ylabel("1/Wavelength")
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s_2 = (1 / (len(wavelength_inv) - 2)) * sum((u_0 - line.coef[1] * wavelength_inv - line.coef[0]) ** 2)
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delta_p = len(wavelength_inv) * sum(wavelength_inv ** 2) - (sum(wavelength_inv) ** 2)
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slope_error = np.sqrt(len(wavelength_inv) / delta_p) * np.sqrt(s_2)
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print(delta_p)
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print(slope_error)
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print(s_2)
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space = np.linspace(min(wavelength_inv), max(wavelength_inv))
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plt.plot(space, line(space), color='orange', label=f'{line.convert()}')
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plt.scatter(wavelength_inv,u_0)
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plt.ylabel("U_0")
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plt.xlabel("1/Wavelength")
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plt.legend()
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plt.show()
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