If you use EC lab, it can be directly calculated from software.
Here I'm giving the method to calculate specific capacitance/capacity from cyclic voltammetry (CV) and charge-discharge(CD):
Specific capacitance (F/g) for supercapacitors calculated from CV
C=∫Idv/(m*v*(Vf-Vi)
where, ‘∫Idv’ implies area under the CV curve, ‘m’ signifies mass (g) of active electrode, ‘v’ specifies the scan rate, ‘(Vf-Vi)’ is an functional potential frame.
Specific capacity (mAh/g) for rechargeable batteries calculated from CV
C=∫Idv/(3.6*m*v)
Specific capacitance (F/g) for linear/triangular CD curve (EDLC based supercapacitor)
C=I∆t/m(Vf-Vi)
where, , ‘I’ implies current intensity, '∆t' is discharge time.
But Specific capacitance (F/g) for non-linear CD curve (pseudocapacitance based supercapacitor)
C=2I∫Vdt/m(Vf-Vi)2
'∫Vdt’ symbolizes the area under the discharge curve only.
Specific capacity (mAh/g) for rechargeable batteries calculated from CD
C=I∆t/(3.6*m)
For further information, you can see my publications as well. I'm attaching a few here.
Article V2O5 encapsulated MWCNTs in 2D surface architecture: Complet...
Article Large scale flexible solid state symmetric supercapacitor th...
Article Chemically deposited Bi 2 S 3 :PbS solid solution thin film ...
I agree with Bidhan's answer and introduce perfect equations about the specific capacitance. And advice to check the following files to show more details about your topic.
Thanks @bidhan and @Qhatan. I was confused in the conversion of F/g to mAh/g as I am shifting my research from supercapacitors to lithium ion batteries. As I started working and analyzing its results and reading the publications which both of you recommended, my problem solved. Thanks again.