Difference between revisions of "Lecture 1. - Assignment"

From Maxwell
Jump to: navigation, search
Line 5: Line 5:
 
|-
 
|-
 
| align=center |
 
| align=center |
[[Image:Injector3.gif|550px]]
+
[[File:Injector3.gif|550px]]
 
| align=center |
 
| align=center |
[[Image:Injector3.gif|550px]]
+
[[File:Pelda ResultsB.png|550px]]
 
|-
 
|-
|align=center | Animated cut through diagram of a typical fuel injector <ref>https://upload.wikimedia.org/wikipedia/commons/2/29/Injector3.gif</ref>
+
|align=center | The fuel injection in operation. <ref>https://upload.wikimedia.org/wikipedia/commons/2/29/Injector3.gif</ref>
|align=center | Animated cut through diagram of a typical fuel injector [Click to see animation].
+
|align=center | The magnetic flux density vectors in the plunger after switch on the solenoid.
 
|- valign=top
 
|- valign=top
 
| width=50% |
 
| width=50% |
Line 23: Line 23:
 
|}
 
|}
  
=== Aims of Assignment ===
+
=== Purpose of the Assignment ===
A hallgató megismerje a végeselem-módszer főbb lépéseit, mint a modell előkészítése (geometria elkészítése vagy importálása), anyagparaméterek, peremfeltételek és gerjesztés megadása az üzemanyag befecskendező szolenoidjának szimulációján keresztül.  
+
The student will learn the main steps of the finite element method, such as creating the model (creating or importing geometry), specifying material parameters, boundary conditions, and excitation through simulation of the electromagnetic part of fuel injector.
  
=== A feladat megoldásához szükséges ismeretek ===
+
=== Knowledge needed to solve the problem ===
* A végeselem-módszer lépései;  
+
* The steps of the finite element method;
* A sztatikus mágneses térre vonatkozó elméleti ismeretek (anyagok definiálásához, gerjesztés megadásához);
+
* Theoretical knowledge of static magnetic field (for defining materials, for excitation);
* A geometria elkészítéséhez CAD rendszer ismerete.
+
* Knowledge of CAD system to create geometry.
  
=== A feladat megoldásának lépései ===
+
=== Steps to solve the problem ===
 +
After starting ANSYS AIM, select Electromagnetics by clicking on the ''Start'' button. Unlike the steps below, the task can be accomplished. When you use AIM, the messages that appear during the various steps help you in the simulation.
  
Az ANSYS AIM elindítását követően kiválasztjuk az elektromágneses (Electromagnetics) feladatot a ''Start'' gombra kattintva.<br /> A következőkben bemutatott lépésektől eltérően is megvalósítható a feladat. Az AIM használata során a feladat elkészítésében segítséget nyújtanak a különböző lépések során megjelenő üzenetek.
+
== Creating Geometry ==
 +
The geometry of the problem can be made in ''[http://www.spaceclaim.com/en/default.aspx SpaceClaim]'', but also create another CAD software (AutoCAD; SolidWorks; Solid Edge; Catia; Creo; ...). The geometry consists of three parts, the iron core (''plunger''), the coil, and the cross-section of the coil for excitation.
  
== A geometria elkészítése ==
+
The height of cylindrical core is 14mm and the radii is 3.6mm.
 +
Dimensions of the coil: height is 20mm, innner radii is 4mm and outer radii is 10mm.
  
== Az anyagok definiálása ==
+
=== Creating Geometry in SpaceClaim ===
 +
[[File:Pelda_Geometry_CrossSection.png|285px|thumb|left|alt=Cross section of the fuel injector solenoid geometry. |Cross section of the fuel injector solenoid geometry.]]
 +
To use SpaceClaim properly, the Help menu and videos on YouTube are a great help. Here I will only detail the creation of coil cross section. The presentation and the related practice will present the complete workflow.
  
== A gerjesztés megadása ==
+
First we create a plain in the cross-section of the coil core using the Design - Plane button. Then, in the ''Structure'' window, we add a ''New Component'' by clicking on ''Design Component''. In the properties of the new component, set ''Shared Topology'' to ''Share'' and we drag and drop the coil into the new component. Then, as the next step, draw the cross section of the coil using the cross-section plane of the arrangement. If you have drawn the cross section of the coil, it should also be in the tree of the new component. Because of the last step, the ANSYS Discovery AIM will treat the drawn surface as a cross-section of the coil, so this surface will use for excitation. Finally, right mouse button (RMB) clicking on ''Design Component'', and click on ''Active Component'' to make the entire geometry active, not just the newly created component. Also, it is possible to parameterize the dimensions of the geometry and their relative position, such as taking into account the movement of the iron core.
  
== A megoldó beállítása, a szimuláció futtatása ==
+
If we created the geometry, save it, close SpaceClaim and start ANSYS Discovery AIM, and then select 'Electromagnetics'. Afterwards, Discovery AIM guide us through the complete simulation, so all the steps of the simulation are not detailed.
  
== Az eredmények kiértékelése ==
+
After importing the geometry, the task type is ''Electromagnetic'', the source is ''Applied current'' and ''DC''. The thermal behavior of the task is ''Constant temperature'' and select 'Compute force' and 'Compute inductance' as an option. Finally, select 'Create surround automatically'. This option is important if the dimensions or position will change during the simulation.
  
==References==
+
== Defining the Materials, Excitation ==
{{reflist}}
+
We can define the materials by selecting the volumes.
 +
 
 +
The coil is made of copper (''Copper''), the core is steel 1008 (''Steel 1008''). If you want to modify some of their properties (conductivity, curve B-H), you can do it later in the properties of the materials.
 +
 
 +
To define the excitation, the cross-section of the coil should be selected with a drawn surface, then the current (0.2A) and the number of turns (2000) should be specified. Here you can also define the fill factor for the coil.
 +
 
 +
After that, we do not take care of discretization and the settings of the solver. The basic settings will be appropriate. Adaptive meshing uses in the solution, so we do not deal with the discreatization for this problem.
 +
 
 +
== Evaluation of Results ==
 +
[[File:Pelda ResultsChart2.png|300px|thumb|left|alt=Coil inductance and plunger force in the function of plunger position. |Coil inductance and plunger force in the function of plunger position.]]
 +
 
 +
Here you can plot the field quatities in the volume or on the surface and checked the vallue of the inductance of the coil and the acting force on iron core. The following values were obtained for these quantities, the arrangement according to the cross-sectional view being 15 mm, and -15 mm displacement of plunger means the 0 mm position.
 +
 
 +
{| class = "wikitable" style = "text-align: center; width: 400px; height: 100px;"
 +
| + Results of simulation.
 +
! Position
 +
! 0 mm
 +
! 15 mm
 +
|-
 +
! Inductance [mH]
 +
| 23.97 || 52.07
 +
|-
 +
! Force [mN]
 +
| 22.132
 +
| 9.7617
 +
|}
 +
 
 +
In addition, it is possible to parameterize different variables (position, size, current, number, ...). The result of a parameterized simulation is shown in the figure where the parameter is the position of the iron core. As a result, the modification of the parameter and the evaluation of results are automatic.
 +
 
 +
== References ==
 +
{{}} Reflist

Revision as of 21:41, 14 March 2019

Fuel Injection Solenoid

Injector3.gif

Pelda ResultsB.png

The fuel injection in operation. [1] The magnetic flux density vectors in the plunger after switch on the solenoid.

Instructor

  • Dániel Marcsa (lecturer)
  • Lectures: Monday, 14:50 - 16:25 (D201), 16:30 - 17:15 (D105)
  • Office hours: by request

Teaching Assistants:

  • -
  • Office hours: -.

Purpose of the Assignment

The student will learn the main steps of the finite element method, such as creating the model (creating or importing geometry), specifying material parameters, boundary conditions, and excitation through simulation of the electromagnetic part of fuel injector.

Knowledge needed to solve the problem

  • The steps of the finite element method;
  • Theoretical knowledge of static magnetic field (for defining materials, for excitation);
  • Knowledge of CAD system to create geometry.

Steps to solve the problem

After starting ANSYS AIM, select Electromagnetics by clicking on the Start button. Unlike the steps below, the task can be accomplished. When you use AIM, the messages that appear during the various steps help you in the simulation.

Creating Geometry

The geometry of the problem can be made in SpaceClaim, but also create another CAD software (AutoCAD; SolidWorks; Solid Edge; Catia; Creo; ...). The geometry consists of three parts, the iron core (plunger), the coil, and the cross-section of the coil for excitation.

The height of cylindrical core is 14mm and the radii is 3.6mm. Dimensions of the coil: height is 20mm, innner radii is 4mm and outer radii is 10mm.

Creating Geometry in SpaceClaim

Cross section of the fuel injector solenoid geometry.
Cross section of the fuel injector solenoid geometry.

To use SpaceClaim properly, the Help menu and videos on YouTube are a great help. Here I will only detail the creation of coil cross section. The presentation and the related practice will present the complete workflow.

First we create a plain in the cross-section of the coil core using the Design - Plane button. Then, in the Structure window, we add a New Component by clicking on Design Component. In the properties of the new component, set Shared Topology to Share and we drag and drop the coil into the new component. Then, as the next step, draw the cross section of the coil using the cross-section plane of the arrangement. If you have drawn the cross section of the coil, it should also be in the tree of the new component. Because of the last step, the ANSYS Discovery AIM will treat the drawn surface as a cross-section of the coil, so this surface will use for excitation. Finally, right mouse button (RMB) clicking on Design Component, and click on Active Component to make the entire geometry active, not just the newly created component. Also, it is possible to parameterize the dimensions of the geometry and their relative position, such as taking into account the movement of the iron core.

If we created the geometry, save it, close SpaceClaim and start ANSYS Discovery AIM, and then select 'Electromagnetics'. Afterwards, Discovery AIM guide us through the complete simulation, so all the steps of the simulation are not detailed.

After importing the geometry, the task type is Electromagnetic, the source is Applied current and DC. The thermal behavior of the task is Constant temperature and select 'Compute force' and 'Compute inductance' as an option. Finally, select 'Create surround automatically'. This option is important if the dimensions or position will change during the simulation.

Defining the Materials, Excitation

We can define the materials by selecting the volumes.

The coil is made of copper (Copper), the core is steel 1008 (Steel 1008). If you want to modify some of their properties (conductivity, curve B-H), you can do it later in the properties of the materials.

To define the excitation, the cross-section of the coil should be selected with a drawn surface, then the current (0.2A) and the number of turns (2000) should be specified. Here you can also define the fill factor for the coil.

After that, we do not take care of discretization and the settings of the solver. The basic settings will be appropriate. Adaptive meshing uses in the solution, so we do not deal with the discreatization for this problem.

Evaluation of Results

Coil inductance and plunger force in the function of plunger position.
Coil inductance and plunger force in the function of plunger position.

Here you can plot the field quatities in the volume or on the surface and checked the vallue of the inductance of the coil and the acting force on iron core. The following values were obtained for these quantities, the arrangement according to the cross-sectional view being 15 mm, and -15 mm displacement of plunger means the 0 mm position.

+ Results of simulation. Position 0 mm 15 mm
Inductance [mH] 23.97 52.07
Force [mN] 22.132 9.7617

In addition, it is possible to parameterize different variables (position, size, current, number, ...). The result of a parameterized simulation is shown in the figure where the parameter is the position of the iron core. As a result, the modification of the parameter and the evaluation of results are automatic.

References

{{}} Reflist
  1. https://upload.wikimedia.org/wikipedia/commons/2/29/Injector3.gif