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docs/src/bases.md

@@ -1,6 +1,20 @@
 
 # Bases
 
+---
+## Basis functions
+
+`AstroBasis` currently offers four different types of bases.
+### 3d (Spherical)
+1. Clutton-Brock (1973), which is a match to the Plummer (1911) profile.
+2. Hernquist & Ostriker (1992), which is a match to the Hernquist (1990) profile.
+
+### 2d (Razor-Thin Discs)
+1. Clutton-Brock (1972), which is a 2d match to a Plummer profile.
+2. Kalnajs (1976), which is a spiral basis.
+
+--
+
 ## Spherical bases
 
 ### Clutton-Brock (1973)

docs/src/common.md

@@ -1,6 +1,19 @@
 # Functions common to all bases
 
-To seamlessly allow for switching between different bases, the bases are all organised around common functions.
+To seamlessly allow for switching between different bases, the bases are all organised around common functions. 
+
+## Common functions
+
+The common functions are detailed in `src/Basisdoc.jl`. Any instantiated basis will result in a structure, with attributes `name`, `dimension`, `lmax`, `nmax`, `rb` (the basis scale), and `G` (the gravitational constant; unity by default). The following functions are also defined:
+
+`getUln(basis,l,n,r)` will calculate the basis potential at location r for harmonic order l and radial order n.
+
+`getDln(basis,l,n,r)` will calculate the basis density at location r for harmonic order l and radial order n.
+
+Overloaded function `tabUl!(basis,l)` will fill the structure attribute `tabUl` table with radial potential values from the basis up to `nmax`.
+
+Overloaded function `tabDl!(basis,l)` will fill the structure attribute `tabUl` table with radial density values from the basis up to `nmax`.
+
 
 ## Accessing potential functions
 ```@docs