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[求助]
JA磁滯回線模型 已有1人參與
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求助: 粒子群優(yōu)化算法怎樣與JA磁滯回線模型結(jié)合起來。炕蛘咴鯓影袹A模型的公式編成一個MATLAB函數(shù)文件? |
新蟲 (初入文壇)
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function [x,y]=lx17() u0=4*pi*(1e-7); alpha=7.092e-4; x12=linspace(0,2e4,100); % x12=linspace(3000,4000,100); x13=linspace(2e4,-2e4,200); x14=linspace(-2e4,2e4,100); M0=[0.0001,0]; % 樣本1 [x,y11]=ode45(@ode_fun11,x12,M0); [x,y12]=ode45(@ode_fun12,x13,[y11(100,1),y11(100,2)]); [x,y13]=ode45(@ode_fun11,x14,[y12(200,1),y12(200,2)]); figure; plot(x13',y12(:,2),x14',y13(:,2)); xlabel('H'); ylabel('M'); title('樣本1'); figure; plot(x13',u0*(x13'+y12(:,2)),x14',u0*(x14'+y13(:,2))); xlabel('H'); ylabel('B'); title('樣本1'); % 樣本2 [x,y21]=ode45(@ode_fun21,x12,M0); [x,y22]=ode45(@ode_fun22,x13,[y21(100,1),y21(100,2)]); [x,y23]=ode45(@ode_fun21,x14,[y22(200,1),y22(200,2)]); figure; plot(x13',y22(:,2),x14',y23(:,2)); xlabel('H'); ylabel('M'); title('樣本2'); figure; plot(x13',u0*(x13'+y22(:,2)),x14',u0*(x14'+y23(:,2))); xlabel('H'); ylabel('B'); title('樣本2'); % 樣本3; [x,y31]=ode45(@ode_fun31,x12,M0); [x,y32]=ode45(@ode_fun32,x13,[y31(100,1),y31(100,2)]); [x,y33]=ode45(@ode_fun31,x14,[y32(200,1),y32(200,2)]); figure; plot(x13',y32(:,2),x14',y33(:,2)); xlabel('H'); ylabel('M'); title('樣本3'); figure; plot(x13',u0*(x13'+y32(:,2)),x14',u0*(x14'+y33(:,2))); xlabel('H'); ylabel('B'); title('樣本3'); figure plot(x13',u0*(x13'+y12(:,2)),'g',x14',u0*(x14'+y13(:,2)),'g',x13',u0*(x13'+y22(:,2)),'r',x14',u0*(x14'+y23(:,2)),'r',x13',u0*(x13'+y32(:,2)),'b',x14',u0*(x14'+y33(:,2)),'b'); grid on % [x,Man]=ode45(@ode_fun,x12,0.0001); % % figure; % plot(x,Man(:,1)) end %樣本1磁場增大求解方程 function dy=ode_fun11(x,y) ms=1.5743e6; a=499; alpha=7.092e-4; k=1154.6; c=0.0198; deta=1; km=k*(1-0.96*(y(2)/ms)^2); dy(1,1)=ms*(-(csch((x+alpha*y(1))/a))^2/a+a/(x+alpha*y(1))^2)/(1-alpha*ms*(-(csch((x+alpha*y(1))/a))^2/a+a/(x+alpha*y(1))^2)); dy(2,1)=(-1/km/deta*(y(1)-y(2))-c/(1-c)*dy(1,1))/(alpha/km/deta*(y(1)-y(2))-1/(1-c)); end %樣本1磁場減小求解方程 function dy=ode_fun12(x,y) ms=1.5743e6; a=499; alpha=7.092e-4; k=1154.6; c=0.0198; deta=-1; km=k*(1-0.96*(y(2)/ms)^2); dy(1,1)=ms*(-(csch((x+alpha*y(1))/a))^2/a+a/(x+alpha*y(1))^2)/(1-alpha*ms*(-(csch((x+alpha*y(1))/a))^2/a+a/(x+alpha*y(1))^2)); dy(2,1)=(-1/km/deta*(y(1)-y(2))-c/(1-c)*dy(1,1))/(alpha/km/deta*(y(1)-y(2))-1/(1-c)); end %樣本2求磁場增大解方程 function dy=ode_fun21(x,y) ms=1.5755e6; a=1408.1; alpha=2.4e-3; k=2356.5; c=0.0382; deta=1; km=k*(1-0.96*(y(2)/ms)^2); dy(1,1)=ms*(-(csch((x+alpha*y(1))/a))^2/a+a/(x+alpha*y(1))^2)/(1-alpha*ms*(-(csch((x+alpha*y(1))/a))^2/a+a/(x+alpha*y(1))^2)); dy(2,1)=(-1/km/deta*(y(1)-y(2))-c/(1-c)*dy(1,1))/(alpha/km/deta*(y(1)-y(2))-1/(1-c)); end %樣本2求磁場減小求解方程 function dy=ode_fun22(x,y) ms=1.5755e6; a=1408.1; alpha=2.4e-3; k=2356.5; c=0.0382; deta=-1; km=k*(1-0.96*(y(2)/ms)^2); dy(1,1)=ms*(-(csch((x+alpha*y(1))/a))^2/a+a/(x+alpha*y(1))^2)/(1-alpha*ms*(-(csch((x+alpha*y(1))/a))^2/a+a/(x+alpha*y(1))^2)); dy(2,1)=(-1/km/deta*(y(1)-y(2))-c/(1-c)*dy(1,1))/(alpha/km/deta*(y(1)-y(2))-1/(1-c)); end %樣本3求增大解方程 function dy=ode_fun31(x,y) ms=1.5827e6; a=1017.9; alpha=1.2e-3; k=2735.8; c=0.1051; deta=1; km=k*(1-0.96*(y(2)/ms)^2); dy(1,1)=ms*(-(csch((x+alpha*y(1))/a))^2/a+a/(x+alpha*y(1))^2)/(1-alpha*ms*(-(csch((x+alpha*y(1))/a))^2/a+a/(x+alpha*y(1))^2)); dy(2,1)=(-1/km/deta*(y(1)-y(2))-c/(1-c)*dy(1,1))/(alpha/km/deta*(y(1)-y(2))-1/(1-c)); end %樣本3求減小解方程 function dy=ode_fun32(x,y) ms=1.5827e6; a=1017.9; alpha=1.2e-3; k=2735.8; c=0.1051; deta=-1; km=k*(1-0.96*(y(2)/ms)^2); dy(1,1)=ms*(-(csch((x+alpha*y(1))/a))^2/a+a/(x+alpha*y(1))^2)/(1-alpha*ms*(-(csch((x+alpha*y(1))/a))^2/a+a/(x+alpha*y(1))^2)); dy(2,1)=(-1/km/deta*(y(1)-y(2))-c/(1-c)*dy(1,1))/(alpha/km/deta*(y(1)-y(2))-1/(1-c)); end |
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