项目作者: yiqiangjizhang

项目描述 :
Non-Linear Dynamic Systems
高级语言: MATLAB
项目地址: git://github.com/yiqiangjizhang/Nonlinear-Systems-Chaos.git
创建时间: 2021-02-26T08:31:26Z
项目社区:https://github.com/yiqiangjizhang/Nonlinear-Systems-Chaos

开源协议:

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rossler_system_power_spec_z_1648044610600.pdf
rossler_system_power_spec_z_all_1648044610642.pdf
rossler_system_x_1648044610719.pdf
rossler_system_xyz_1648044610791.pdf
rossler_system_y_1648044610924.pdf
rossler_system_z_1648044611002.pdf
exercise1_1_pre_2DLinearSystem_1648044611120.pdf
exercise1_pre_2DLinearSystem_1648044611185.pdf
exercise2_system1_1648044611282.pdf
exercise2_system1_combination_1648044611335.pdf
exercise2_system2_1648044611381.pdf
exercise2_system2_combination_1648044611521.pdf
logistic_map_r35_1648044602140.pdf
logistic_map_r_0_4_1648044602192.pdf
logistic_map_r_35_4_1648044602370.pdf
delayed_logistic_eq_1648044602467.pdf
stability_diagram_1648044602615.pdf
dt_vs_error_1648044602747.pdf
euler_approx_1648044602851.pdf
euler_approx_dt_1648044602923.pdf
analytical_plot_1648044603014.pdf
dt_vs_error_1648044603115.pdf
numerical_plot_dt_1648044603194.pdf
subcritical_bif_hysteresis_1648044603394.pdf
neuron_model_I_0_1648044603503.pdf
neuron_model_I_10_1648044603589.pdf
neuron_model_I_16_1648044603662.pdf
neuron_model_I_60_1648044603728.pdf
neuron_model_I_m1000_1648044603775.pdf
neuron_model_I_m400_1648044603875.pdf
neuron_model_I_m890_1648044603918.pdf
neuron_model_V0_0_1648044603974.pdf
neuron_model_V0_m10_1648044604084.pdf
neuron_model_V0_m40_1648044604159.pdf
neuron_model_V0_m80_1648044604215.pdf
laser_turn_on_bifurcation_diagram_h_1648044604302.pdf
laser_turn_on_control_parameter_1648044604406.pdf
laser_turn_on_r0_1648044604485.pdf
laser_turn_on_r0_zoom_1648044604547.pdf
laser_turn_on_r_increase_decrease_1648044604595.pdf
laser_turn_on_v_1648044604658.pdf
laser_turn_on_v_linear_1648044604726.pdf
adler_eq_a_T_1648044604776.pdf
adler_eq_t_theta_1648044604828.pdf
adler_eq_theta_time_init_cond_1648044604932.pdf
Nonlinear_Systems_Assignments_1_1648044605116.pdf
Nonlinear_Systems_Assignments_2_1648044605846.pdf
2DLinearSystem_2_all_init_cond_1648044606580.pdf
2DLinearSystem_2_all_init_cond_xy_1648044606702.pdf
2DLinearSystem_all_init_cond_1648044606771.pdf
2DLinearSystem_all_init_cond_xy_1648044606836.pdf
direction_field_1648044606884.pdf
exercise2_1_2DLinearSystem_1648044607010.pdf
exercise2_1_2DLinearSystem_xy_1648044607096.pdf
exercise2_2DLinearSystem_1648044607143.pdf
exercise2_2DLinearSystem_2_1648044607198.pdf
exercise2_2DLinearSystem_2_xy_1648044607263.pdf
exercise2_2DLinearSystem_xy_1648044607295.pdf
exercise2_2_2DLinearSystem_1648044607397.pdf
exercise2_2_2DLinearSystem_xy_1648044607480.pdf
exercise3_phase_portrait_1648044607555.pdf
trajectories_1648044607641.pdf
trajectories_zoomout_1648044607747.pdf
MLE_rho_21_x_1648044607864.pdf
MLE_rho_21_y_1648044607999.pdf
MLE_rho_21_z_1648044608077.pdf
MLE_rho_2415_x_1648044608375.pdf
MLE_rho_2415_y_1648044608484.pdf
MLE_rho_2415_z_1648044608540.pdf
MLE_rho_30_x_1648044608681.pdf
MLE_rho_30_y_1648044608783.pdf
MLE_rho_30_z_1648044608862.pdf
henon_map_1648044608929.pdf
henon_map_zoom_1648044609094.pdf
lorenz_system_rho_21_x_1648044609160.pdf
lorenz_system_rho_21_xz_1648044609310.pdf
lorenz_system_rho_21_y_1648044609437.pdf
lorenz_system_rho_21_z_1648044609507.pdf
lorenz_system_rho_2415_x_1648044609565.pdf
lorenz_system_rho_2415_xz_1648044609663.pdf
lorenz_system_rho_2415_y_1648044609737.pdf
lorenz_system_rho_2415_z_1648044609792.pdf
lorenz_system_rho_30_x_1648044609854.pdf
lorenz_system_rho_30_xz_1648044609934.pdf
lorenz_system_rho_30_y_1648044610052.pdf
lorenz_system_rho_30_z_1648044610113.pdf
rossler_system_3D_1648044610178.pdf
rossler_system_3D_all_1648044610244.pdf
rossler_system_power_spec_x_1648044610312.pdf
rossler_system_power_spec_x_all_1648044610379.pdf
rossler_system_power_spec_y_1648044610429.pdf
rossler_system_power_spec_y_all_1648044610521.pdf