Translation examples
Semiempiirisen massakaavan mukaan sidosenergia voidaan esittää muodossa E B = a V A − a S A 2 / 3 − a C Z ( Z − 1 ) A 1 / 3 − a A ( A − 2 Z ) 2 A + δ ( A , Z ) . {\displaystyle E_{B}=a_{V}A-a_{S}A^{2/3}-a_{C}{\frac {Z(Z-1)}{A^{1/3}}}-a_{A}{\frac {(A-2Z)^{2}}{A}}+\delta (A,Z).} Kullakin kaavan termillä on teoreettinen perusta.
The semi-empirical mass formula states that the binding energy will take the following form: E B = a V A − a S A 2 / 3 − a C Z ( Z − 1 ) A 1 / 3 − a A ( A − 2 Z ) 2 A ± δ ( A , Z ) {\displaystyle E_{B}=a_{V}A-a_{S}A^{2/3}-a_{C}{\frac {Z(Z-1)}{A^{1/3}}}-a_{A}{\frac {(A-2Z)^{2}}{A}}\pm \delta (A,Z)} Each of the terms in this formula has a theoretical basis, as will be explained below.
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