Work. Pt. - Sine wave - P.Pf.U.N
Positioning and objective
The aim of the test “Working point – Sine wave – Motor & Generator – P, Pf, U, N” is to characterize the behavior of the machine when operating at the working point that is targeted by the user. This point is defined by:
- The power factor,
- The line-line voltage,
- The rotating speed.
Through this test, the user can also verify whether the desired operating point is compatible with the machine. Additionally, the user can identify the appropriate reference values for the field current and the control angle needed to achieve this operating point.
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“Working point – Sine wave – Motor – P, Pf, U, N” illustration |
The results of this test give an overview of the electromagnetic analysis of the machine, considering its topology.
The general data of the machine, like the machine constant and power balance, are computed and displayed. The user can choose between motor and generator conventions to build the model.
The magnetic flux density is also computed in every region of the machine’s magnetic circuit to evaluate the design.
It also gives the capability to make comparisons between the results obtained from the measurements and those obtained with FluxMotor.
The following table helps to classify the test: “Working point – Sine wave – Motor & Generator – P, Pf, U, N”.
Family | Working point |
Package | Sine wave |
Convention | Motor & Generator |
Test | P, Pf, U, N |
Positioning of the test “Working point – Sine wave – Motor & Generator – P, Pf, U, N” |
User inputs
The main user input parameters are the choice of the convention and the operating mode, then the output power/apparent power, the power factor (lead/lag), the speed and the line-line voltage. In addition, the temperatures of the windings must be set.
Main outputs
Test results are illustrated with data, graphs, and tables.
- Machine performance – Base speed point
- General data
- Machine constants
- Power balance
- Flux in airgap
- Flux density in iron
- Ripple mechanical torque
- Working point
- Ripple mechanical torque versus rotor angular position and its harmonic analysis
- Flux density in airgap versus rotor angular position
- Feasibility diagram
- Isovalues