test eqn

docs/pages/add_block.md

@@ -99,7 +99,12 @@ a*dQ_in/dt + b*P_in + c*(dP_in/dt)*Q_in + d = 0
 ```
 e*dP_out/dt + f*Q_out*Q_out + g*P_out + h*I_1 = 0
 ```
- * For this block, the `P_in` and `Q_in` are the pressure and flow at the inlet respectively, `P_out` and `Q_out` are the pressure and flow at the outlet, and `I_1` is an internal variable. Test $dQ{in}/dt$.
+
+\f$e*dP_out/dt + f*Q_out*Q_out + g*P_out + h*I_1 = 0\f$
+
+\f$$e*dP_out/dt + f*Q_out*Q_out + g*P_out + h*I_1 = 0\f$$
+
+ * For this block, the `P_in` and `Q_in` are the pressure and flow at the inlet respectively, `P_out` and `Q_out` are the pressure and flow at the outlet, and `I_1` is an internal variable. 
  * The state vector is `[P_in, Q_in, P_out, Q_out, I_1]`.
  * The contributions to the local `F` matrix are `F[0,0] = b`, `F[1,2] = g` and `F[1,4] = h`.
  * The contributions to the local `E` matrix are `E[0,1] = a` and `E[1,2] = e`.

docs/pages/main.md

@@ -340,8 +340,8 @@ Note that the `FLOW` and `PRESSURE` boundary conditions accept mathematical expr
  "bc_name": "INFLOW", # Name of the boundary condition
  "bc_type": "FLOW", # Type of the boundary condition
  "bc_values": {
- "Q": [ ..., ..., ... ],
- "t": [ ..., ..., ... ]
+ "Q": [ ..., ..., ... ], # Comma-separated list of values
+ "t": [ ..., ..., ... ] # Comma-separated list of corresponding time stamps
  }
 },
 ```