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13097320684

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[ÇóÖú] matlab ÒÑÓÐ1È˲ÎÓë

M=input('ÇëÊäÈëÍ侨:');
H=input('ÇëÊäÈë¼ôÁ¦:');
h_1=input('ÇëÊäÈëh_1');
h_2=input('ÇëÊäÈëh_2');
q_1=input('ÇëÊäÈëq_1');
q_2=input('ÇëÊäÈëq_2');
q_3=input('ÇëÊäÈëq_3');
q_4=input('ÇëÊäÈëq_4');
z=input('ÇëÊäÈë×®µÄÈëÍÁÉî¶Èz:');
g=input('ÇëÊäÈë×®µÄ±äÐÎϵÊýg:');
E=input('ÇëÊäÈë϶ε¯ÐÔÄ£Á¿:')
I=input('ÇëÊäÈë϶ιßÐÔ¾à:')
E_1=input('ÇëÊäÈëÉ϶ε¯ÐÔÄ£Á¿:')
I_1=input('ÇëÊäÈëÉ϶ιßÐÔ¾à:')
A=[2.60000000000000,0.0331460000000000,1.75473000000000,2.90670000000000,2.72365000000000,-1.81479000000000,-0.926020000000000,1.33485000000000,2.74972000000000,-2.62126000000000,-3.59987000000000,-1.87734000000000,0.916790000000000,-2.43695000000000,-5.14023000000000,-5.35541000000000,-2.82106000000000;2.80000000000000,-0.385490000000000,1.49037000000000,3.12843000000000,3.28769000000000,-2.38756000000000,-1.17548300000000,0.841170000000000,2.86653000000000,-3.10341000000000,-4.71748000000000,-3.10791000000000,0.197290000000000,-2.34558000000000,-6.02299000000000,-6.99007000000000,-4.44490000000000;3,-0.928090000000000,1.03679000000000,3.22471000000000,3.85838000000000,-3.05319000000000,-2.82410000000000,0.0683700000000000,2.80406000000000,-3.54058000000000,-5.99979000000000,-4.68788000000000,-0.891260000000000,-1.96928000000000,-6.76460000000000,-8.84029000000000,-6.51972000000000;3.50000000000000,-2.92799000000000,-1.27172000000000,2.46304000000000,4.97982000000000,-4.98062000000000,-6.70806000000000,-3.58647000000000,1.27018000000000,-3.91921000000000,-9.54367000000000,-10.3404000000000,-5.85402000000000,1.07408100000000,-6.78895000000000,-13.6924000000000,-13.8261000000000;4,-5.85333000000000,-5.94097000000000,-0.926770000000000,4.54780000000000,-6.53316000000000,-12.1581000000000,-10.6084000000000,-3.76647000000000,-1.61428000000000,-11.7306600000000,-17.9186000000000,-15.0755000000000,9.24368000000000,-0.356720000000000,-15.6105000000000,-23.1404000000000];
t=abs(A(i,1)-z*g);
indexi=find(t==min(t));
i=i(indexi);
A1=A(i,2);
B1=A(i,3);
C1=A(i,4);
D1=A(i,5);
A2=A(i,6);
B2=A(i,7);
C2=A(i,8);
D2=A(i,9);
A3=A(i,10);
B3=A(i,11);
C3=A(i,12);
D3=A(i,13);
A4=A(i,14);
B4=A(i,15);
C4=A(i,16);
D4=A(i,17);
M0=M+H*(h_1+h_2);
HO=H;
HH=(B2*D1-B1*D2)/((g^3*E*I)*(A2*B1-A1*B2));
MH=(A2*D1-A1*D2)/((g^2*E*I)*(A2*B1-A1*B2));
HM=(B2*C1-B1*C2)/((g^2*E*I)*(A2*B1-A1*B2));
MM=(A2*C1-A1*C2)/((g*E*I)*(A2*B1-A1*B2));
X0=HO*HH+MO*HM;
J0=-(H0*MH+MO*MM);
M_z=g^2*E*I*(X0*A3+(J0*B3)/g+(MO*C3)/(g^2*E*I)+(HO*D3)/(g^3*E*I));
Q_z=g^3*E*I*(X0*A4+(J0*B4)/g+(MO*C4)/(g^2*E*I)+(HO*D4)/(g^3*E*I));
WYO=(H*(1/3*(n*h_1^3+h_2^3)+n*h_1*h_2*(h_1+h_2)))/(E_1*I_1)+(M*(h_2^2+n*h_1*(2*h_2+h_1)))/(2*E_1*I_1);
WY=X0-J0*(h_1+h_2)+WY0;
fprintf('×®Öù¶¥µÄË®Æ½Î»ÒÆ=%6.3f',WY);
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