Units.md

@@ -11,18 +11,18 @@ The lattice spacing is defined through [predefines.h](https://gitlab.fizyka.pw.e
 ```c
 #define DX 1.0
 ```
-It is *recommended* to work with lattice spacing `DX=1`, however, the code allows to use of other values, in order to support the functionality of [automatic interpolations](Automatic interpolations). Through the lattice spacing, the standard of the code length unit is defined.  
+It is *recommended* to work with lattice spacing `DX=1`; however, the code allows the use of other values, in order to support the functionality of [automatic interpolations](Automatic-interpolations). Through the lattice spacing, the standard of the code length unit is defined.  
 
 # Dimensionless units
-When reporting values, it is convenient to use dimensionless units. See here for the [definition of reference scales](Reference scales).
+When reporting values, it is convenient to use dimensionless units. See here for the [definition of reference scales](Reference-scales).
 | quantity | dimensionless units | interpretation |
 |-------   |------               |-------         | 
 | energy | $`E/E_{\textrm{ffg}}`$| In literature it is called (generalized) _Bertsch parameter_ $`\xi`$.|
 | distance| $`xk_F`$ | Fermi momentum $`k_F`$ defines the average distance between particles. Thus $`xk_F=1`$ means a distance of the order of interparticle distance.|
-| time | $`t\varepsilon_F`$|In time interval $`t\varepsilon_F=1`$ particles at Fermi level pass distance of the order of average interparticle distance. In literature this time scale is also called _interaction time scale_, meaning typical time scale for scattering events. |
+| time | $`t\varepsilon_F`$|In the time interval $`t\varepsilon_F=1`$, particles at the Fermi level pass a distance of the order of the average interparticle distance. In the literature, this time scale is also called the _interaction time scale_, referring to the typical time scale for scattering events. |
 
 # Converting to SI units 
-To compare with experimental data typically one needs to convert results to SI units. In order to do this, one needs to provide SI standards for mass, length, and time. 
+To compare with experimental data, typically one needs to convert results to SI units. To do this, one needs to provide SI units for mass, length, and time. 
 |standard | standard type| SI | code | 
 | -------| ---- | ----- | -----| 
 |mass | explicit: mass of particle | $`m\,\left[\textrm{kg}\right]`$ | 1 |
@@ -31,7 +31,7 @@ To compare with experimental data typically one needs to convert results to SI u
 
 (*) The lattice spacing defines how the distance between two lattice points relates to the unit of length in which the code operates. If `DX=1` then the lattice spacing itself serves as the standard for the code unit length.
 
-Below we provide conversion factors: 
+Below, we provide conversion factors: 
 
 |quantity| symbol | code value | SI value |
 | ---- | ---- | ----|-----|