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Numerical Analysis and Graphic Visualization with MATLAB
Versione 1.0.0.0 (487 KB) da
Shoichiro Nakamura
Companion Software
Condividi 'Numerical Analysis and Graphic Visualization with MATLAB'
Written for courses in numerical methods, this text introduces the use of MATLAB in numerical analysis.
Cita come
Shoichiro Nakamura (2025). Numerical Analysis and Graphic Visualization with MATLAB (https://it.mathworks.com/matlabcentral/fileexchange/2301-numerical-analysis-and-graphic-visualization-with-matlab), MATLAB Central File Exchange. Recuperato .
Compatibilità della release di MATLAB
Creato con
R10
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Windows macOS LinuxCategorie
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Crea script con codice, output e testo formattato in un unico documento eseguibile.
nakamura/v4/
- APE_rk(La, Lb, Ra, Rb ,C)
- Cheby_pw(n)
- F3m_(y,C,F)
- GC_inter(s_lev,i1,j1,i2,j2,x_grid, y_grid,fun)
- Lagran_(x, f, xi)
- Newt_gr(f_name, x0, xmin, xmax, n_points)
- Newt_itg(f_name, a, b, n)
- Newt_n(f_name, x0)
- Simps_n(f_name, a, b, n)
- Simps_v(f,h)
- aft_shk.m
- ape_circ.m
- arc_(x0,y0, r, deg1,deg2)
- arrow_(w, p1,p2)
- arrow_dot(w, p1,p2)
- b_design
- battery_(u,w,p0,p1)
- bisec_g(f_name, a,c, xmin, xmax, n_points)
- bisec_n(f_name, a,c)
- blasius_.m
- box_(hi, p1,p2)
- capacit_(u,w, p1,p2)
- cauchy_d(f_name, z0, k)
- cav_plot
- circle_(x0,y0,r)
- coil_a(n,u,w, p1,p2)
- coil_b(n,u,w, p1,p2)
- col_bar.m
- damper_.m
- dbl_itg(f_name,c_lo,c_hi,a,b,m,n)
- delta_(B)
- dem_bs(x)
- diff_fnd.m
- disk_edg.m
- disk_ptn.m
- edge_dif.m
- ellip_.m
- eqn_1(x)
- eqn_w3(x)
- f10_1.m
- f10_10.m
- f10_11.m
- f10_12.m
- f10_13.m
- f10_14.m
- f10_15.m
- f10_16.m
- f10_17.m
- f10_18.m
- f10_19.m
- f10_2.m
- f10_20.m
- f10_21.m
- f10_22.m
- f10_23.m
- f10_24.m
- f10_3.m
- f10_4.m
- f10_5.m
- f10_6.m
- f10_7.m
- f10_8.m
- f10_9.m
- f11_5.m
- f11_7.m
- f2_1.m
- f2_10.m
- f2_11.m
- f2_12.m
- f2_13.m
- f2_14.m
- f2_15.m
- f2_16.m
- f2_17.m
- f2_17a.m
- f2_17b.m
- f2_18.m
- f2_19.m
- f2_2.m
- f2_20.m
- f2_21.m
- f2_22.m
- f2_23.m
- f2_24.m
- f2_25.m
- f2_26.m
- f2_27.m
- f2_28.m
- f2_29.m
- f2_3.m
- f2_30.m
- f2_30a.m
- f2_31.m
- f2_32.m
- f2_33.m
- f2_34.m
- f2_35.m
- f2_36.m
- f2_4.m
- f2_5.m
- f2_6.m
- f2_7.m
- f2_8.m
- f2_9.m
- f3_1.m
- f3_2.m
- f3_3.m
- f3_4.m
- f3_5.m
- f4_1.m
- f4_10.m
- f4_11.m
- f4_12.m
- f4_13.m
- f4_14.m
- f4_15.m
- f4_16.m
- f4_17.m
- f4_2.m
- f4_3.m
- f4_4.m
- f4_5.m
- f4_6.m
- f4_7.m
- f4_8.m
- f4_9.m
- f4_9a.m
- f4_9b.m
- f5_1.m
- f5_10.m
- f5_11.m
- f5_12.m
- f5_13.m
- f5_14.m
- f5_2.m
- f5_3.m
- f5_4.m
- f5_5.m
- f5_6.m
- f5_7.m
- f5_8.m
- f5_9.m
- f6_1.m
- f6_2.m
- f6_3.m
- f7_1.m
- f7_10.m
- f7_11.m
- f7_2.m
- f7_3.m
- f7_4.m
- f7_5.m
- f7_6.m
- f7_7.m
- f7_8.m
- f7_9.m
- f8_1.m
- f8_2.m
- f8_3.m
- f8_4.m
- f8_5.m
- f9_1.m
- f9_10.m
- f9_11.m
- f9_12.m
- f9_13.m
- f9_14.m
- f9_15.m
- f9_2.m
- f9_3.m
- f9_4.m
- f9_5.m
- f9_6.m
- f9_7.m
- f9_8.m
- f9_9.m
- f_a2.m
- f_b1.m
- f_b2.m
- f_b3.m
- f_b4.m
- f_d1.m
- f_d2.m
- f_d3.m
- f_d4.m
- f_d5.m
- f_d6.m
- f_def(y, t)
- f_e1.m
- f_e2.m
- f_e3.m
- f_f1(x,y)
- f_f2(x,y)
- f_shoot(y,x,a,b)
- f_sm(y,t,a,b)
- f_x10_9(y, RL, EL)
- fan_rot.m
- fiff_fnd.m
- fract_c.m
- fractal_.m
- fun_dbl( x, y)
- fun_dbx(x)
- g_cont(x, y, f, s)
- gauss_q(f_name, a, b, n)
- guidm_1.m
- guidm_10.m
- guidm_11.m
- guidm_12.m
- guidm_13.m
- guidm_14.m
- guidm_15.m
- guidm_16.m
- guidm_17.m
- guidm_18.m
- guidm_2.m
- guidm_3.m
- guidm_4.m
- guidm_5.m
- guidm_6.m
- guidm_7.m
- guidm_8.m
- guidm_9.m
- h_captf(p1,p2, Body, Rarm1,Rarm2,Larm1,Larm2, Rleg1,Rleg2,Lleg1,Lleg2 )
- human_(p1,p2, Body, Rarm1,Rarm2,Larm1,Larm2, Rleg1,Rleg2,Lleg1,Lleg2 )
- human_c.m
- insect_(p1,p2)
- insect_t.m
- k_wheel.m
- kids1_.m
- kids2_.m
- l10_1.m
- l10_10.m
- l10_11.m
- l10_12.m
- l10_13.m
- l10_2.m
- l10_3.m
- l10_4.m
- l10_5.m
- l10_6.m
- l10_7.m
- l10_8.m
- l10_9.m
- l11_1.m
- l11_2.m
- l2_1.m
- l2_10.m
- l2_11.m
- l2_12.m
- l2_13.m
- l2_14.m
- l2_15.m
- l2_15a.m
- l2_15b.m
- l2_16.m
- l2_17.m
- l2_18.m
- l2_19.m
- l2_2.m
- l2_20.m
- l2_21.m
- l2_22.m
- l2_23.m
- l2_24.m
- l2_25.m
- l2_26.m
- l2_27.m
- l2_28.m
- l2_29.m
- l2_3.m
- l2_30.m
- l2_31.m
- l2_4.m
- l2_5.m
- l2_6.m
- l2_7.m
- l2_8.m
- l2_9.m
- l3_1.m
- l3_2.m
- l3_3.m
- l3_4.m
- l3_5.m
- l3_6.m
- l3_7.m
- l4_1.m
- l4_2.m
- l4_3.m
- l4_4.m
- l4_5.m
- l5_1.m
- l5_2.m
- l5_3.m
- l7_1.m
- l7_3.m
- l7_4.m
- l8_1.m
- l8_2.m
- l8_3.m
- l9_1.m
- l9_2.m
- l9_3.m
- l9_4.m
- l9_5.m
- l9_6.m
- l9_7.m
- l9_8.m
- l9_9.m
- l_a1.m
- l_b1.m
- l_b2.m
- l_b3.m
- l_b4.m
- l_b5.m
- l_c1.m
- l_d1.m
- l_d2.m
- l_d3.m
- l_d4.m
- l_d5.m
- legen_pw(n)
- line_(p1,p2)
- line_dot(p1,p2)
- lobe_.m
- low_lim( x)
- m_exit(ptp0)
- mach(ar,M)
- movie_1.m
- nozz_p2.m
- pipe_.m
- plane_.m
- poly_add(p1,p2)
- poly_drv(xd,yd,a)
- poly_itg(p)
- rand_im.m
- resist_(n,u,w, p1,p2)
- rotx_(x,y,z,th)
- roty_(x,y,z,th)
- rotz_(x,y,z,phi)
- shape_pw(x)
- spring_(n,u,w, p1,p2)
- stream_.m
- stret_(n,L,ds0,ds1)
- switch_(u, w, p1,p2)
- t_bladeb.m
- task_1(h,k)
- td_data
- trapez_g(f_name, a, b, n)
- trapez_n(f_name, a, b, n)
- trapez_v(f, h)
- tri_cont(tri_data,xy_data,f_data,ys)
- tri_diag(a,b,c,d,n)
- tri_grid(tri_d, xy_d, y_scale)
- two_eyes(phi,eyeangle, x0,y0,z0,width)
- upp_lim( x)
- vort_.m
- vxv_(a,b)
- wall_ht(T1)
- wall_ht(T1)
- wing_
- wing_2d.m
nakamura/v5/
- APE_rk(La, Lb, Ra, Rb ,C)
- Cheby_pw(n)
- F3m_(y,C,F)
- GC_inter(s_lev,i1,j1,i2,j2,x_grid, y_grid,fun)
- Lagran_(x, f, xi)
- Newt_gr(f_name, x0, xmin, xmax, n_points)
- Newt_itg(f_name, a, b, n)
- Newt_n(f_name, x0)
- Simps_n(f_name, a, b, n)
- Simps_v(f,h)
- aft_shk.m
- ape_circ.m
- arc_(x0,y0, r, deg1,deg2)
- arrow_(w, p1,p2)
- arrow_dot(w, p1,p2)
- b_design
- battery_(u,w,p0,p1)
- bisec_g(f_name, a,c, xmin, xmax, n_points)
- bisec_n(f_name, a,c)
- blasius_.m
- box_(hi, p1,p2)
- capacit_(u,w, p1,p2)
- cauchy_d(f_name, z0, k)
- cav_plot
- circle_(x0,y0,r)
- coil_a(n,u,w, p1,p2)
- coil_b(n,u,w, p1,p2)
- col_bar.m
- damper_.m
- dbl_exp(f_name,a,b,n)
- dbl_itg(f_name,c_lo,c_hi,a,b,m,n)
- delta_(B)
- dem_bs(x)
- diff_fnd.m
- disk_edg.m
- disk_ptn.m
- edge_dif.m
- ellip_.m
- eqn_1(x)
- eqn_w3(x)
- f10_1.m
- f10_10.m
- f10_11.m
- f10_12.m
- f10_13.m
- f10_14.m
- f10_15.m
- f10_16.m
- f10_17.m
- f10_18.m
- f10_19.m
- f10_2.m
- f10_20.m
- f10_21.m
- f10_22.m
- f10_23.m
- f10_24.m
- f10_3.m
- f10_4.m
- f10_5.m
- f10_6.m
- f10_7.m
- f10_8.m
- f10_9.m
- f11_5.m
- f11_7.m
- f2_1.m
- f2_10.m
- f2_11.m
- f2_12.m
- f2_13.m
- f2_14.m
- f2_15.m
- f2_16.m
- f2_17.m
- f2_17a.m
- f2_17b.m
- f2_18.m
- f2_19.m
- f2_2.m
- f2_20.m
- f2_21.m
- f2_22.m
- f2_23.m
- f2_24.m
- f2_25.m
- f2_26.m
- f2_27.m
- f2_28.m
- f2_29.m
- f2_3.m
- f2_30.m
- f2_30a.m
- f2_31.m
- f2_32.m
- f2_33.m
- f2_34.m
- f2_35.m
- f2_36.m
- f2_4.m
- f2_5.m
- f2_6.m
- f2_7.m
- f2_8.m
- f2_9.m
- f3_1.m
- f3_2.m
- f3_3.m
- f3_4.m
- f3_5.m
- f4_1.m
- f4_10.m
- f4_11.m
- f4_12.m
- f4_13.m
- f4_14.m
- f4_15.m
- f4_16.m
- f4_17.m
- f4_2.m
- f4_3.m
- f4_4.m
- f4_5.m
- f4_6.m
- f4_7.m
- f4_8.m
- f4_9.m
- f4_9a.m
- f4_9b.m
- f5_1.m
- f5_10.m
- f5_11.m
- f5_12.m
- f5_13.m
- f5_14.m
- f5_2.m
- f5_3.m
- f5_4.m
- f5_5.m
- f5_6.m
- f5_7.m
- f5_8.m
- f5_9.m
- f6_1.m
- f6_2.m
- f6_3.m
- f7_1.m
- f7_10.m
- f7_11.m
- f7_2.m
- f7_3.m
- f7_4.m
- f7_5.m
- f7_6.m
- f7_7.m
- f7_8.m
- f7_9.m
- f8_1.m
- f8_2.m
- f8_3.m
- f8_4.m
- f8_5.m
- f9_1.m
- f9_10.m
- f9_11.m
- f9_12.m
- f9_13.m
- f9_14.m
- f9_15.m
- f9_2.m
- f9_3.m
- f9_4.m
- f9_5.m
- f9_6.m
- f9_7.m
- f9_8.m
- f9_9.m
- f_a2.m
- f_b1.m
- f_b2.m
- f_b3.m
- f_b4.m
- f_d1.m
- f_d2.m
- f_d3.m
- f_d4.m
- f_d5.m
- f_d6.m
- f_def(y, t)
- f_e1.m
- f_e2.m
- f_e3.m
- f_f1(x,y)
- f_f2(x,y)
- f_shoot(y,x,a,b)
- f_sm(y,t,a,b)
- f_x10_9(y, RL, EL)
- fan_rot.m
- fiff_fnd.m
- fract_cp.m
- fract_cv.m
- fractal_.m
- fun_dbl( x, y)
- fun_dbx(x)
- g_cont(x, y, f, s)
- gauss_q(f_name, a, b, n)
- guidm_1.m
- guidm_10.m
- guidm_11.m
- guidm_12.m
- guidm_13.m
- guidm_14.m
- guidm_15.m
- guidm_16.m
- guidm_17.m
- guidm_18.m
- guidm_2.m
- guidm_3.m
- guidm_4.m
- guidm_5.m
- guidm_6.m
- guidm_7.m
- guidm_8.m
- guidm_9.m
- h_captf(p1,p2, Body, Rarm1,Rarm2,Larm1,Larm2, Rleg1,Rleg2,Lleg1,Lleg2 )
- h_faces.m
- happy_f1
- happy_f2
- happy_f3
- happy_f6
- happy_f7
- happy_f9
- human_(p1,p2, Body, Rarm1,Rarm2,Larm1,Larm2, Rleg1,Rleg2,Lleg1,Lleg2 )
- human_c.m
- insect_(p1,p2)
- insect_t.m
- k_wheel.m
- kids1_.m
- kids2_.m
- l10_1.m
- l10_10.m
- l10_11.m
- l10_12.m
- l10_13.m
- l10_2.m
- l10_3.m
- l10_4.m
- l10_5.m
- l10_6.m
- l10_7.m
- l10_8.m
- l10_9.m
- l11_1.m
- l11_2.m
- l2_1.m
- l2_10.m
- l2_11.m
- l2_12.m
- l2_13.m
- l2_14.m
- l2_15.m
- l2_15a.m
- l2_15b.m
- l2_16.m
- l2_17.m
- l2_18.m
- l2_19.m
- l2_2.m
- l2_20.m
- l2_21.m
- l2_22.m
- l2_23.m
- l2_24.m
- l2_25.m
- l2_26.m
- l2_27.m
- l2_28.m
- l2_29.m
- l2_3.m
- l2_30.m
- l2_31.m
- l2_4.m
- l2_5.m
- l2_6.m
- l2_7.m
- l2_8.m
- l2_9.m
- l3_1.m
- l3_2.m
- l3_3.m
- l3_4.m
- l3_5.m
- l3_6.m
- l3_7.m
- l4_1.m
- l4_2.m
- l4_3.m
- l4_4.m
- l4_5.m
- l5_1.m
- l5_2.m
- l5_3.m
- l7_1.m
- l7_3.m
- l7_4.m
- l8_1.m
- l8_2.m
- l8_3.m
- l9_1.m
- l9_2.m
- l9_3.m
- l9_4.m
- l9_5.m
- l9_6.m
- l9_7.m
- l9_8.m
- l9_9.m
- l_a1.m
- l_b1.m
- l_b2.m
- l_b3.m
- l_b4.m
- l_b5.m
- l_c1.m
- l_d1.m
- l_d2.m
- l_d3.m
- l_d4.m
- l_d5.m
- legen_pw(n)
- line_(p1,p2)
- line_dot(p1,p2)
- lobe_.m
- low_lim( x)
- m
- m
- m
- m_exit(ptp0)
- mach(ar,M)
- movie_1.m
- nozz_p2.m
- pipe_.m
- plane_.m
- poly_add(p1,p2)
- poly_drv(xd,yd,a)
- poly_itg(p)
- rand_im.m
- resist_(n,u,w, p1,p2)
- rotx_(x,y,z,th)
- roty_(x,y,z,th)
- rotz_(x,y,z,phi)
- shape_pw(x)
- spring_(n,u,w, p1,p2)
- stream_.m
- stret_(n,L,ds0,ds1)
- switch_(u, w, p1,p2)
- t_bladeb.m
- task_1(h,k)
- td_data
- trapez_g(f_name, a, b, n)
- trapez_n(f_name, a, b, n)
- trapez_v(f, h)
- tri_cont(tri_data,xy_data,f_data,ys)
- tri_diag(a,b,c,d,n)
- tri_grid(tri_d, xy_d, y_scale)
- two_eyes(phi,eyeangle, x0,y0,z0,width)
- upp_lim( x)
- vort_.m
- vxv_(a,b)
- wall_ht(T1)
- wall_ht(T1)
- wing_
- wing_2d.m
| Versione | Pubblicato | Note della release | |
|---|---|---|---|
| 1.0.0.0 |
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