電気伝導 - 科学の基礎研究
e entropiesエントロピーDimensionL^2MT^-2θ^-1S=lnTS=lnT=lnTlnT=lnTT=mvvlnmvv=lnmvvln(mvv)'=ln(mvv)'(mvv)'=mv'v+mvv'(mvv)&
e entropiesエントロピーDimensionL^2MT^-2θ^-1S=lnTS=lnT=lnTlnT=lnTT=mvvlnmvv=lnmvvln(mvv)'=ln(mvv)'(mvv)'=mv'v+mvv'(mvv)&
=lnTΔS=ΔlnTΔlnT=lnT2-lnT1ΔS=lnT2-lnT1ΔS=lnmvv2-lnmvv1y=fgy'=(fg)'y'=(fg)'(x)y'=[f'(x)g
=lnTΔS=ΔlnTΔlnT=lnT2-lnT1ΔS=lnT2-lnT1ΔS=lnmvv2-lnmvv1y=fgy'=(fg)'y'=(fg)'(x)y'=[f'(x)g
=lnTΔS=ΔlnTΔlnT=lnT2-lnT1ΔS=lnT2-lnT1ΔS=lnmvv2-lnmvv1y=fgy'=(fg)'y'=(fg)'(x)y'=[f'(x)g
=lnTΔS=ΔlnTΔlnT=lnT2-lnT1ΔS=lnT2-lnT1ΔS=lnmvv2-lnmvv1y=fgy'=(fg)'y'=(fg)'(x)y'=[f'(x)g
=lnTΔS=ΔlnTΔlnT=lnT2-lnT1ΔS=lnT2-lnT1ΔS=lnmvv2-lnmvv1y=fgy'=(fg)'y'=(fg)'(x)y'=[f'(x)g
=lnTΔS=ΔlnTΔlnT=lnT2-lnT1ΔS=lnT2-lnT1ΔS=lnmvv2-lnmvv1y=fgy'=(fg)'y'=(fg)'(x)y'=[f'(x)g
=lnTΔS=ΔlnTΔlnT=lnT2-lnT1ΔS=lnT2-lnT1ΔS=lnmvv2-lnmvv1y=fgy'=(fg)'y'=(fg)'(x)y'=[f'(x)g
;Δ[lnTa-lnTb]n=-δΔ[lnTa-lnTb]n+1T=mvvδΔ[lnmvva-lnmvvb]n=-δΔ[lnmvva-lnmvvb]n+1S=lnT[mvv]n=-[mvv]n+1