Ansoft Maxwell - Multi terminal excitation on 3D Transient

In summary, Valerio is working on a 3D model of a 6 pulse rectifier in double star connection and is interested in analyzing the current distribution among the paralleled diodes. They have encountered issues with merging the 6 arm currents and are seeking solutions, such as using a current source or a user-defined circuit element in Maxwell.
  • #1
Valerio
5
0
Hello everybody,I am busy with a magnetic transient 3D model and quite new in the use of Maxwell.

I am simulating a 6 pulse rectifier in double star connection (connection number 5 as per IEC 146-1-1). Each of the 6 arms of rectifier foresee 8 paralleled diodes.

I am interested to see the current distribution among the parallels for each of rectifier arm considering the topology of the mechanical structure.

I built the external circuit to generate the 6 pulsating currents for each arm.

Each of the 6 pulse has 120 electrical degree duration, each pulse time spaced by 60 electrical degree (so two pulses always overlap during a period).

In practice my circuit has 6 separate windings. Each winding has as an input (the anode of the diode) and the other terminals of each winding are all short circuited closing the circuit.

My 3D geometry is made of only conductor materials. It has 6 input terminals which are the AC connection of the arms of the rectifier.

Along the conduction path, each one of these arms subdivide itself in 8 different geometrical paths (the 8 paralleled diodes), resulting in 6x8 conduction paths.

All 6x8 paths ends in only one output common conductor which is the DC output of the rectifier.

When I create the 6 windings I assigned 6 separate input terminals and I tried to assign 6 output terminals the same output terminal surface of the geometry.

The problem is Maxwell didn't allow me, message was something like: "it is not possible to use different windings that belong to the same conduction path".the point is that I cannot separate each winding because the porpoise of the analysis is to see how currents distribute among parallels (as happens in a rectifier current arm) but let them merge in one end (DC current output)

The common bus has, geometrically, great influence on the current distribution among the 6x8 parallels, because its path is orthogonal to the 6x8 parallels. It greatly affect the current distribution of currents.

I need to estimate in which way the current decide to subdivide into these 6x8 =48 parallels, entering cyclically from each one of the 6 input arm terminals, then merging and going out through the common path, the DC busbar.

It is important therefore that I find a way to merge the 6 arm currents in some way inside my geometry and not keeping the 6 windings separate, because I need to obtain for the final path, a DC current and not a pulse current (which is the arm current)

How can I model this?

If there are some good ideas I will be glad to discuss.

Thank you for any suggestions and useful information

Valerio
 
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  • #2


Dear Valerio,

Thank you for sharing your project and questions with us. It sounds like you are working on a complex and interesting simulation. From what I understand, you are trying to model a 6 pulse rectifier in double star connection and analyze the current distribution among the paralleled diodes.

One possible solution to your issue with merging the 6 arm currents is to use a current source in your external circuit instead of separate windings. This way, you can control the current entering each arm and still merge them in your geometry to obtain a DC current output. You can also adjust the amplitude and phase of the current source to simulate the 6 pulsating currents.

Another option is to use a user-defined circuit element in Maxwell. This would allow you to create a custom circuit with the specific topology and connections that you need for your simulation. You can find more information on how to create a user-defined circuit in the Maxwell help documentation.

I hope these suggestions are helpful to you. If you have any further questions or need assistance with your simulation, please do not hesitate to reach out to us.
 

1. What is Ansoft Maxwell and how does it relate to multi terminal excitation on 3D transient?

Ansoft Maxwell is a powerful electromagnetic field simulation software used for designing and analyzing electrical and electromechanical devices. It has the capability to simulate multi terminal excitation on 3D transient, which means it can model and analyze systems with multiple input and output connections, taking into account the time-varying behavior of the system.

2. What are the benefits of using Ansoft Maxwell for multi terminal excitation analysis?

Ansoft Maxwell offers a comprehensive set of tools and features for modeling and analyzing multi terminal excitation on 3D transient, allowing for accurate and efficient simulation of complex systems. It also has a user-friendly interface and powerful visualization capabilities, making it easier to interpret and analyze the results.

3. Can Ansoft Maxwell be used for both AC and DC analysis of multi terminal excitation on 3D transient?

Yes, Ansoft Maxwell has the ability to simulate both AC and DC excitations on 3D transient systems. This allows for a more comprehensive analysis of the system's behavior under different operating conditions.

4. Does Ansoft Maxwell support different types of multi terminal excitation sources?

Yes, Ansoft Maxwell supports a variety of excitation sources, such as voltage sources, current sources, and magnetic sources. It also allows for the customization of these sources to fit the specific needs of the system being analyzed.

5. Is it necessary to have prior knowledge of electromagnetic theory to use Ansoft Maxwell for multi terminal excitation analysis?

While having a basic understanding of electromagnetic theory can be helpful, it is not necessary to use Ansoft Maxwell for multi terminal excitation analysis. The software has a user-friendly interface and offers tutorials and documentation to guide users through the modeling and analysis process.

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