Exemple #1
0
 def f2():
     solved1 = S1.solve()
     draw(grid=S1.grid,
          sol1=solved1,
          sol2=S1.phase,
          at_point_ID=int(len(g.X) / 2),
          at_time_ID=4,
          do_animation=True)
Exemple #2
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 def f3():
     solved2 = S2.solve()
     draw(grid=S2.grid,
          sol1=solved2,
          sol2=S2.phase,
          at_point_ID=int(len(g.X) / 2),
          at_time_ID=4,
          do_animation=True)
Exemple #3
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 def f1():
     prec_sol = S.prec_sol
     phase = S.phase
     draw(grid=S.grid,
          sol1=prec_sol,
          sol2=phase,
          at_point_ID=int(len(g.X) / 2),
          at_time_ID=4,
          do_animation=True)
Exemple #4
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    def run(self):
        self._pg_plots = None
        self._prefs = Settings.load_from_json()
        self._ui = UI()
        self._infobar_link_connection = None
        self._blacklisted_charts: List[Tuple[str, str]] = None

        if self._prefs.is_incomplete():
            self.try_detect_etterna()

        if self._prefs.is_incomplete():
            if not self.make_user_choose_paths():
                return

        self._prefs.save_to_json()

        self._download_blacklisted_charts()

        box_container, plot_container = self._ui.get_box_container_and_plot_container(
        )
        self._pg_plots = plotter.draw(self._ui.get_qapp(), box_container,
                                      plot_container, self._prefs)

        self._ui.run()
Exemple #5
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	return np.exp(-pow(z, 2) / (2 * pow(a, 2)))


if __name__ == '__main__':
	g = Grid2D_TX(
		x_start = -L, 
		x_end = L, 
		dx = 0.5/2, 
		t_start = 0.0, 
		t_end = 12.56*2*2, 
		dt = 0.005/2)

	we = WaveEquation(g, phi, c = 1)

	prec_sol = we.get_precise_solution().real
	draw(g, prec_sol[::50])	
	
	sol117 = we.solve_2nd_order_approximation_scheme()
	draw(g, sol117[::50])
	# abs_err = abs(sol117 - prec_sol)
	# plt.plot(g.X.real, np.transpose(abs_err[::100]))
	# plt.show()

	sol119 = we.solve_chess_scheme()
	draw(g, sol119[::50])
	# abs_err = abs(sol119 - prec_sol)
	# plt.plot(g.T[::100], abs_err[::100])
	# plt.plot(g.X.real, np.transpose(abs_err[::100]))
	# plt.show()

	sol121 = we.solve_PML(a = 1.0, delta = 2.10001)