Code-equations/Gravitational-Potential-including-indirect-terms.md

 The gravitational potential entering in the source terms of the Navier-Stokes equations is the sum of multiple terms:
-1. **The potential from the central massive body** (primary of mass $`M_*`$):
+1. ##The potential from the central massive body (primary of mass $`M_*`$):
 
    $`\Phi_*=-{{ G M_*} \over {r}}`$
-2. **The potential form the planets** of mass $m_p$. 
+2. ##The potential form the planets of mass $m_p$. 
    Below we consider the case of one single planet, easily extended to multiple planets.
 - In the 3 Dimensional case 
 we use  a cubic-potential of the form:
@@ -54,7 +54,8 @@ To select this choice for a simulation in the config file:
     }
 ```
 
-3. **The potential accounting for the acceleration of the primary (indirect terms)**
+3. ##The indirect terms 
+This term in the potential accounts for the acceleration of the primary