For a simple compressible system, v, s, p and T are specific

For a simple compressible system, v, s, p and T are specific volume, specific entropy, pressure and temperature, respectively. As per Maxwell’s relation, δV _p is equal to
δS

dH = TdS + vdP

⇒			δT		_S =			δV		_P
			δP					δS

So, ⇒			δV		_P =			δT		_S
			δS					δP

For a simple compressible system, v, s, p and T are specific volume, specific entropy, pressure and temperature, respectively. As per Maxwell’s relation,			δV			_p is equal to
			δS

			δp			_t
			δv

			δT			_s
			δp

			δs			_t
			δT

-			δT			_t
			δv