Two way Directional Valve (TL)#
Block appearance in REPEAT VISION#
The Two way Directional Valve (TL) block describes the flow of isothermal liquid through the valve section, which is controlled by an external signal.
Valve opening can be parameterized linearly or using tabular data.
If
Cross area calculation methodis set toLinear, the hole area is determined by the expression (1) :
where:
\(A_{hole}\) — opening area, [m\(^2\)];
S — rod position;
\(A_{leak.}\) — leakage area at closed valve, [m\(^2\)];
\(A_{max}\) — maximum valve cross-section area, [m\(^2\)].
If
Cross area calculation methodis set toTable, the hole area is determined according to the stem position vector and the hole area vector by interpolation.
The \(A_{leak.}\) and \(A_{max}\) parameters are determined according to the first and last element of the hole area vector.
Law of conservation of mass (2):
Law of conservation of energy (3):
where:
\(\phi_A\) - energy flow at the input, [W];
\(\phi_B\) - energy flow at the output, [W].
1. Properties#
Property |
Default Value |
Description |
Units of measurement |
|---|---|---|---|
Cross area calculation method: |
Linear |
- |
- |
Valve close position |
5e-3 |
- |
m |
Valve travel, available when |
5e-3 |
- |
m |
Area port |
0.07 |
- |
m\(^2\) |
Spool position vector, available when |
0;0.2;0.4;0.6;0.8;1.0 |
Field filling format: 0;0.2;0.4;0.6;0.8;1.0 |
m |
Valve cross area vector, available when |
1e-10;2e-05;4e-05;6e-5;8e-5;1e-4 |
Field filling format: 0;0.2;0.4;0.6;0.8;1.0 |
m\(^2\) |
Discharge coefficient |
0.64 |
- |
- |
Reynolds critical numbers |
150.0 |
- |
- |
Leakage area, available when |
1e-10 |
- |
m\(^2\) |
Valve max area, available when |
1e-4 |
- |
m\(^2\) |
Smoothing factor, available when |
0.01 |
- |
- |
2. Inputs and outputs#
Parameters |
Input/Output |
Description |
Units of measurement |
Port type |
|---|---|---|---|---|
Input |
Input |
- |
- |
Thermohydraulics |
Spool displacement |
Input |
- |
m |
Automation |
Output |
Output |
- |
- |
Thermohydraulics |
In order to see the connection capabilities of the block, you need to go to page Description of block ports