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- #LAPLACE
- #USEFLOAT=FALSE
- #SIMPLIFY=TRUE
- #ERRBND=15
- #EXPDSP=5
- #PREC=8
- #F1=f(x)=
- #F2=g(x)=
- #F3=h(x)=f(x)/g(x)
- #F4=matrix(
- #F5=vector(
- #F6=diff(f)
- #F7=diff(g)
- #F8=diff(h)
- #F9=taylor(f,0)
- #F10=taylor(f,1)
- #F11=%(run type s:startup-sequence)
- #F12=
- #F13=
- #F14=
- #F15=
- #F16=
- #F17=
- #F18=
- #F19=
- #F20=
- m_w=422,c_w=4.182
- W(t_1,t_2,~t)=c_w*m_w*(t_2-~t)/(~t-t_1)
- W(27.5,46.5,45.25)
- dW_t1(t_1,t_2,~t)=diff(W,t_1)
- dW_t2(t_1,t_2,~t)=diff(W,t_2)
- dW_t(t_1,t_2,~t)=diff(W,~t)
- dW(t_1,t_2,~t)=sqrt((dW_t1(t_1,t_2,~t)*0.1)^2 + (dW_t2(t_1,t_2,~t)*0.1)^2 + (dW_t(t_1,t_2,~t)*0.1)^2)
- eval(dW(27.5,46.5,45.25))
-
- m_w=317,c_w=4.182,m_eis=144
- Delta_eis(W,t_1,t_2,~t)=(W+m_w*c_w)*(t_2 - ~t)/m_eis - c_w*(~t-t_1)
- Delta_eis(124.28,0,40.3,10)
- a(W,t_1,t_2,~t)=diff(Delta_eis,W)
- b(W,t_1,t_2,~t)=diff(Delta_eis,t_1)
- c(W,t_1,t_2,~t)=diff(Delta_eis,t_2)
- d(W,t_1,t_2,~t)=diff(Delta_eis,~t)
- gag(W,t_1,t_2,~t)=sqrt((a(W,t_1,t_2,~t)*68.55)^2 + (b(W,t_1,t_2,~t)*0)^2 + (c(W,t_1,t_2,~t)*0.4)^2 + (d(W,t_1,t_2,~t)*0.4)^2)
- gag(124.28,0,40.3,10)
-
- P_1=108*2.2,P_2=137*2.88,m=10
- A(t_1,t_2)=(P_2*t_2 - P_1*t_1)/(t_2-t_1)
- A(98.75,59)
- dA(t_1,t_2)=sqrt((diff(A,t_1)*2.06)^2 + (diff(A,t_2)*1.63)^2)
- dA(98.75,59)
- lambda(A,t_1)=(P_1-A)*t_1/m
- lambda(A(98.75,59),98.75)
- dl(A,t_1)=sqrt((diff(lambda,A)*dA(98.75,59))^2 + (diff(lambda,t_1)*2.06)^2)
- dl(A(98.75,59),98.75)
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