Hőmérsékleti együttható (α,C,G,R,T)

α←C,T C0 = C1 = ←α,C,T T0 = T1 = ←α,C,T ☺ α = \(\alpha=\dfrac{\dfrac{C_1}{C_0}-1}{T_1-T_0}\)

C←α,C,T α = 1/K ←C,T C0 = T0 = T1 = ←α,C,T ☺ C1 = \(C_1=C_0\cdot\left(1+\alpha\cdot\left(T_1-T_0\right)\right)\)

T←α,C,T α = 1/K ←C,T C0 = C1 = ←α,C,T T0 = ☺ ☺ T1 = \(T_1=T_0+\dfrac{\dfrac{C_1}{C_0}-1}{\alpha}\)

α←G,R,T G0 = R0 = G1 = ←α,G,R,T R1 = ←α,G,R,T T0 = T1 = ←α,G,R,T ☺ α =

G,R←α,G,R,T α = 1/K ←G,R,T G0 = R0 = T0 = T1 = ←α,G,R,T ☺ G1 = R1 =

T←α,G,R,T file:///media/gg630504/GG_1T_0/www/szamolo/szamolo/_sz/T_alphaGRT.html α = 1/K ←G,R,T G0 = R0 = G1 = ←α,G,R,T R1 = ←α,G,R,T T0 = ☺ ☺ T1 =