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kicad_creo_generator.html
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<!DOCTYPE html PUBLIC "-//W3C//DTD HTML 4.01 Transitional//EN">
<html>
<head>
<meta http-equiv="content-type" content="text/html;
charset=windows-1252">
<title></title>
<style type="text/css">
.myTable { background-color:#FFFFE0;border-collapse:initial;font-family:Georgia, Garamond, Serif;color:black; }
.myTable th { font:bold 18px/1.1em Arial, Helvetica, Sans-Serif;text-shadow: 1px 1px 4px black;letter-spacing:0.3em;background-color:#E5E5E5;color:black; }
.myTable td, .myTable th { padding:5px;border:1px solid #BDB76B; }
.myTable td { line-height:1.0em; }
.myTable tbody tr:nth-child(even) { background-color: #CCC; }
.myTable tbody tr:nth-child(odd) { background-color: #FFF; }
</style>
</head>
<body>
<h1>Kicad to Creo Wiring diagrams</h1>
MIT License<br>
Copyright LateFyr, Espoo<br>
<br>
Target of this project is to produce Creo Schematic compatible
output to Creo parametic 3d program (Creo 4.0 M070).<br>
<br>
PTC Creo is one of the "big" 3d parametric design softwares. Other
similar products are Solidworks, Catia, Autocad Inventor, Onshape
etc. One advantage of these programs is that they let you model
every detail of your product. You can import pcb's using the IDF
format and you can also route cables to your end product. The cad
program will give you the needed cable lengths and cable drawings.<br>
<br>
Creo has a built in Schematic diagramming software (Creo Schematics
Lite) but, for us, it is little bit too professional for
simple cabling and wiring (+- 50 cables/product). Kicad, on the
other hand, is quite simple to use and component libraries can be
generated quickly and easily. Therefore I decided write a small
script for Kicad that generates the needed logical connections file
for Creo. Now we can use Kicad for all electrical design. Creo can
be used for final 3d modeling.<br>
<br>
Included with this repository are some Kicad schematic examples with
the component library and some images as how simple designs look in
Creo.<br>
<br>
<h1> 1. Spools</h1>
_CBL_PARAMS =
["Value"
,"color","Num_conductors","Thickness","Density","Min_bend_radius","Sub_thickness","Vendor"
,"Vendor_pn" ,"Type"]<br>
_CBL_DEFAULTS = ["NOT_DEFINED","Gray"
,"0"
,"4.5" ,"2.0e-5"
,"1"
,"2.0" ,"No
Vendor","No Vendor_pn","prefab"]<br>
<br>
The default for Mass and Length are always mm and KG. This can be
easily be configured or changed by editing the script.<br>
<meta charset="utf-8">
<br>
<table class="mytable">
<tbody>
<tr>
<th valign="top">Parameter<br>
</th>
<th valign="top">Wire<br>
</th>
<th valign="top">Cable<br>
</th>
<th valign="top">Spool<br>
</th>
</tr>
<tr>
<td valign="top">Value<br>
</td>
<td valign="top">Name of the Wire<br>
</td>
<td valign="top">Name of the Cable </td>
<td valign="top">SPOOL name="22awgx2_u_4_1mm" <br>
</td>
</tr>
<tr>
<td valign="top">Color<br>
</td>
<td valign="top">Color of the wire.<br>
<b>Default "Gray"</b><br>
</td>
<td valign="top">Color of the sheath.<br>
<b>Default "Gray"</b><br>
</td>
<td valign="top">PARAMETER name="COLOR" value="green"<br>
</td>
</tr>
<tr>
<td valign="top">Num_conductors</td>
<td valign="top">-<br>
</td>
<td valign="top">How many conductors <br>
in this cable?<br>
<b>Default "0"</b><br>
</td>
<td valign="top">PARAMETER name="NUM_COND" value="10"<br>
</td>
</tr>
<tr>
<td valign="top">Thickness</td>
<td valign="top">Default 1mm if<br>
not defined.<br>
</td>
<td valign="top">Outer = 4.5mm if not defined <br>
</td>
<td valign="top">PARAMETER name="THICKNESS" value="1.25"</td>
</tr>
<tr>
<td valign="top">ColorX<br>
</td>
<td valign="top">-<br>
</td>
<td valign="top"><br>
</td>
<td valign="top">PARAMETER name="COLOR" value="gray"<br>
</td>
</tr>
<tr>
<td valign="top">Density<br>
</td>
<td valign="top">-<br>
</td>
<td valign="top"><b>Default "2.0e-5"</b><br>
</td>
<td valign="top">PARAMETER name="DENSITY" value="4.0e-05"<br>
</td>
</tr>
<tr>
<td valign="top">Min_bend_radius<br>
</td>
<td valign="top"><b>Default "1mm" </b></td>
<td valign="top"><b>Default "1mm"</b><br>
</td>
<td valign="top">PARAMETER name="MIN_BEND_RADIUS" value="10"<br>
</td>
</tr>
<tr>
<td valign="top">Sub_thickness<br>
</td>
<td valign="top">-<br>
</td>
<td valign="top"><b>Inner = 2.0mm </b>if not defined<br>
</td>
<td valign="top">PARAMETER name="THICKNESS" value="1.27" <br>
</td>
</tr>
<tr>
<td valign="top">Vendor<br>
</td>
<td valign="top"><b>Default "No Vendor" </b></td>
<td valign="top"><b>Default "No Vendor"</b><br>
</td>
<td valign="top">PARAMETER name="VENDOR" value="Alpha Wire" <br>
</td>
</tr>
<tr>
<td valign="top">Vendor_pn<br>
</td>
<td valign="top"><b>Default "No Vendor Part No"</b> </td>
<td valign="top"><b>Default "No Vendor Part No"</b><br>
</td>
<td valign="top">PARAMETER name="VENDOR_PN" value="3251 RD005"
<br>
</td>
</tr>
</tbody>
</table>
<meta charset="utf-8">
<br>
<h2>1.1 Multiconductor Kicad Component</h2>
Below is an example how a 4-conductor cable looks like. Note the
typo on Description. The Reference must be CBL.<br>
There might be a limit to how many fields a component can have.
Better solution for the colors can be a separate python color table.
One field could be used as a "color table standard" after which the
script would know which color goes to which wire number. Our Creo
version can not produce striped colors.<br>
<br>
<img
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"
alt=""><br>
<br>
<h2>1.2 Single Kicad Wire</h2>
Component properties for a single wire are similar to those on the
cable. Single wire refdes must currently be "W". Kicad will give
refdes attributes from W1-W###. You might be able to name wires
yourself (Wirethatgoestothere) but I haven't tried that.<br>
<br>
<br>
<img
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"
alt=""><br>
<br>
<a
href="https://support.ptc.com/help/creo/creo_schem/usascii/index.html#page/Schematics_hc/About_Exporting_a_Design_to_Cabling.html">https://support.ptc.com/help/creo/creo_schem/usascii/index.html#page/Schematics_hc/About_Exporting_a_Design_to_Cabling.html</a><br>
<meta charset="utf-8">
<a
href="http://support.ptc.com/help/creo/creo_pma/usascii/index.html#page/electrical_design/cable/The_Neutral_Format_Wire_List.html">http://support.ptc.com/help/creo/creo_pma/usascii/index.html#page/electrical_design/cable/The_Neutral_Format_Wire_List.html</a><br>
<meta charset="utf-8">
<a
href="http://support.ptc.com/help/creo/creo_pma/usascii/index.html#page/electrical_design%2Fcable%2FThe_Neutral_Format_Wire_List.html%23wwconnect_header">http://support.ptc.com/help/creo/creo_pma/usascii/index.html#page/electrical_design%2Fcable%2FThe_Neutral_Format_Wire_List.html%23wwconnect_header</a><br>
Parameters with the name TYPE and OBJ_TYPE are ignored during the
import, export, and compare operations. You may not use these
parameters for user-defined parameters.<br>
<br>
<h2>1.2 Other Spool Types (TAPE, TUBE, and SHRINK)</h2>
<p>NOTE: These do not work for xml or nwf. Read PTC article<br>
<b>CS312099 Sheath type spools are exported to NWF as cable spool
and to XML as wire in Creo Parametric <br>
Applies to Creo Parametric 4.0 to 6.0.</b><br>
</p>
<p>So I decided not to use sheath spools for the moment. You can
create separate sheath spool files that you can read to creo.</p>
<p>Otherwise spools are the same as wires except that the
SHEATH_TYPE parameter specifies this special case.<br>
Lets make these a single pin type components with refdes SPOOL (or
should the refdes be TAPE, TUBE, and SHRINK).<br>
It seems that there is no connection parameters for these types of
components. Some key parameters are<br>
</p>
<ul>
<li> Num_conductors = 0</li>
<li> Sheath_type=TUBE, TAME, SHRINK</li>
</ul>
<p> Example of a sleeve type component<br>
<SPOOL name="TUKKIMISANTURI" type="NORMAL_SPOOL"><br>
<SYS_PARAMETER id="sp79" appID="8202" /><br>
<PARAMETER name="SHEATH_TYPE" value="TUBE" /><br>
<PARAMETER name="WALL_THICKNESS" value="0.5" /><br>
<PARAMETER name="MIN_BEND_RADIUS" value="5" /><br>
<PARAMETER name="UNITS" value="MM" /><br>
<PARAMETER name="PRESHRINK_INNER_DIAMETER" value="6" /><br>
<PARAMETER name="COLOR" value="YELLOW" /><br>
<PARAMETER name="OUTER_DIAMETER" value="7" /><br>
<PARAMETER name="VENDOR" value="Pro-Power" /><br>
<PARAMETER name="VENDOR_PN" value="ACR-6-4-CL" /><br>
<PARAMETER name="SPEC" value="Farnell Acrylic Glass Sleeving"
/><br>
<PARAMETER name="SPECIFICATION" value="Farnell Acrylic Glass
Sleeving" /><br>
</p>
Required parameters<br>
Sheath_type = TAPE, TUBE or SHRINK<br>
Outer_diameter = Outer diameter of the tube<br>
Preshrink_inner_diameter = For SHRINK sheating. To check
interference.<br>
Wall_thickness = Thickness of the sheating.<br>
<br>
Use default wall_thickness = 0 if no wall thickness specifien on the
component.<br>
<h1>2. Components</h1>
<p>The table below shows the library symbol options and default
values if no option is defined. <br>
To Change the default you can specify the attribute (symbol field
value) or you can edit the xmlWriteCompData.py file. The python
file contains the default list.</p>
<p>Defineable parameters and their default values are<br>
</p>
<pre>CMP_PARAMS = ["Modelname" ,"Layer" ,"Num_of_pins" ,"Obj_type" , "Internal_len" ,"Grouping" ,"Entry_port" ,"Term_name" ]<br>CMP_DEFAULTS = ["" ,"DEF_LINES" ,"0" ,"connector", "5" ,"round" ,"PIN_" ,""]<br><br></pre>
<table class="mytable">
<tbody>
<tr>
<th>Parameter<br>
</th>
<th valign="top">Default Value<br>
</th>
<th valign="top">Parameters<br>
</th>
</tr>
<tr>
<td valign="top">Modelname<br>
</td>
<td valign="top">If no Modelname-parameter is used then<br>
the <b>Library symbol value </b>is used as the Modelname<br>
</td>
<td valign="top">COMPONENT modelName="MX_43025-12" <br>
Modelname is the 3D name in Creo (omit the .prt).<br>
</td>
</tr>
<tr>
<td valign="top">Layer<br>
</td>
<td valign="top"><b>DEF_LINES</b> seems to be always the
layer?<br>
</td>
<td valign="top">PARAMETER name="LAYER" value="DEF_LINES"<br>
</td>
</tr>
<tr>
<td valign="top">Num_of_pins<br>
</td>
<td valign="top">Number of pins in this component. Normally
this is <br>
the number of pins on the connector.<b> DO NOT DEFINE </b><b><br>
</b><b>MANUALLY.</b><br>
</td>
<td valign="top">PARAMETER name="NUM_OF_PINS" value="12"</td>
</tr>
<tr>
<td valign="top">Obj_type<br>
</td>
<td valign="top">Haven't tested other than the default "<b>Connector</b>"<br>
</td>
<td valign="top">PARAMETER name="OBJ_TYPE" value="connector"<br>
</td>
</tr>
<tr>
<td valign="top">Internal_len</td>
<td valign="top">This is the extra amount of wire needed for
the crimp. <br>
How deep does the wire enter from the coordinate into<br>
the connector. <b>Default is 5 (mm).</b><br>
</td>
<td valign="top">PARAMETER name="INTERNAL_LEN" value="5.00000"<br>
</td>
</tr>
<tr>
<td valign="top">Grouping<br>
</td>
<td valign="top"><b>Round<br>
</b>WIRE, ROUND, or FLAT as the port type. <br>
Wire denotes a single wire, whereas, round or flat refers <br>
to the packing for cables. You cannot route a cable or
multiple <br>
wires to a wire entry port. A ribbon cable is routed to a
flat entry port.</td>
<td valign="top">PARAMETER name="GROUPING" value="round"<br>
</td>
</tr>
<tr>
<td valign="top">Entry_port<br>
</td>
<td valign="top">3D-coordinate name for the entry port. First
the script reads<br>
the pin.Name-parameter. If there is no pin name then "PIN_"<br>
is the default. Use the Pin.name for your needs. This
parameter <br>
should not be used.<br>
</td>
<td valign="top">PARAMETER name="ENTRY_PORT" value="PIN_2"<br>
</td>
</tr>
<tr>
<td valign="top">Term_name<br>
</td>
<td valign="top">Name of the crimp terminal if you use those.
E.g. Molex<br>
micro-fit crimp is 43030-0001. <b>Default is none.</b><br>
</td>
<td valign="top">PARAMETER name="TERM_AUTO_ASSIGN"
value="true"<br>
PARAMETER name="TERM_NAME" value="43030-0001"<br>
</td>
</tr>
</tbody>
</table>
<br>
<h2> 2.1 Example Connector Component for Kicad</h2>
Below is how a test componet looks like. <strike>All connectors
must have "J" as a reference designator (at a moment)</strike>.
Actually all that is needed is that other components are not wires
or cables.<br>
We have only defined "Term_name" and "Internal_len". The 3D model in
Creo is named mx_5264-05 (5-pin molex SPOX connector) so we haven't
manually defined the Modelname.<br>
The pin.name should be checked that it contains the entry_port name
that you use.<br>
<br>
<p><img
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"
alt=""></p>
<h1> </h1>
<h1> 3. Back Annotate</h1>
<p>After routing your cables you can back annotate wire lengths and
Creo harness part names to wires and cables. <br>
</p>
<p>First in Creo you must export the logical connections (Creo
Schematic xml) to a xml file. Name the file as your Kicad design
filename +_creoin.xml. For example, if your kicad design is named
mycables.sch then you need to name the creo logical file as
mycables_creoin.xml.<br>
</p>
<p>From Kicad, load the script xmlReadCreo.py and run it. After
running the script you will get a file named mycables_creo.sch.
This design shoud contain the harness lengths and harness part
nubers (or names).<br>
</p>
<p>Example how a cable will look in Kicad after backannotate. The
black text is not part of the schematic. You can change the script
to actually write "Creo Cablename = CABLE4" instead of the
"CABLE4" shown on the picture below.<br>
</p>
<p><img
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"
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