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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=
- L=0.357
- g=9.81
- v_1=sqrt(2*g*L)
- m_1=5e-3
- m_2=0.110+0.027
- v_2(m_2)=v_1*m_1/(m_1+m_2)
- v=v_2(m_2)
- dv_2(m_2)=abs(diff(v_2))*3e-3
- dv_2(m_2)
- 1/2*(m_1,m_2)*v_2(m_2)^2
- x_0(m,v,D)=v*sqrt(m/D)
- m=m_1+m_2
- D=3.24
- x_0(m,v,D)
- dx_0(m,v,D)=sqrt( (diff(x_0,m)*3e-3)^2 + (diff(x_0,v)*0.2e-2)^2 + (diff(x_0,D)*0.38)^2) )
- a(m,v,D)=(diff(x_0,m)*3e-3)^2
- b(m,v,D)=(diff(x_0,v)*0.2e-2)^2
- c(m,v,D)=(diff(x_0,D)*0.38)^2
- dx_0(m,v,D)=sqrt(a(m,v,D) + b(m,v,D) + c(m,v,D) )
- dx_0(m,v,D)
-
-