Question: Any function can be expanded in a Taylor series, around a base point is the base value of , at which the function is expanded

Any function can be expanded in a Taylor series, around a base point
Any function can be expanded in a Taylor series, around a base
is the base value of , at which the function is expanded
Consider the van der Waals equation of state for real gases, for a constant number of moles,
point is the base value of , at which the function is
Where:
number of moles
pressure
temperature
universal gas constant
, particular gas constants
Perform linearization for
expanded Consider the van der Waals equation of state for real gases,
Express the result in terms of deviance variables

f[x1(t),x2(t)]=f(x1,x2)+x1fx~1,x2[x1(t)x1]+x2fx1,x2[x2(t)x2] (P+V2n2a)(Vnb)=nRuT T=f(P,V)

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