Units of normal physical values [1]

7 Basic units (SI units)

Frequency: $f = 1/T$ -> [Hz] = [s^-1] (Hertz)
Force: $\vec{F} = m\frac{d^2\vec{r}}{dt^2}$ -> [N] = [kg .m .s^-2] (Newton)
Energy: $W = F*L$ -> [J] = [N .m] = [kg .m^2 .s^-2] (Joule)
Pressure: $P = F/S$ -> [Pa] = [N .m^-2] = [kg .m^-1 .s^-2] (Pascal)
Power: $P = W/T$ -> [W] = [J .s^-1] = [kg .m^2 .s^-3] (Watt)
Electric charge: $Q = I*T$ -> [C] = [A .s] (Coulomb)
Electric potential: $F = Eq$ -> [V] = [N .C^-1] = [kg .m .s^-3 .A^-1] (voltage)
Magnetic flux density: $\nabla\times\vec{E} = -\frac{\partial\vec{B}}{\partial t}$ -> [T] = [E .m^-1 .s] = [kg .s^-2 .A^-1] (Tesla)
Magnetic flux: $\psi_B = \vec{B}\cdot\vec{S}$ -> [Wb] = [T .m^2] = [kg .m^2 .s^-2 .A^-1] (Weber)
Equivalent dose (Ionizing radiation) $:$ [Sv] = [J .kg^-1] = [m^2 .s^-2] (Sievert)

Boltzmann constants: $k=k_B = R/N_A = 1.38065*10^{-23} J.K^{-1}$ , where R is gas constant.
Rydberg constant: $R = 1.09737*10^7 m^{-1}$
Avogadro constnat: $N_A = 6.02214*10^{23} mol^{-1}$
Gas constant: $R = 8.31446 J.mol^{-1}K^{-1} = 8.31446 kg.m^2.s^{-2}mol^{-1}.K^{-1}$ (PV = nRT, where R is gas constant not Ryderg constant, n is amount of gas substance in mol[3])
Electron voltage[4]: $1eV = 1.60218*10^{-19} J$