Well usually the best way to do in my experience is to tuck one over the other or put something across them.
A scarf or collar for a neck for instance. And similar.
Is there any way to compile a model that has over 100,000 polygons?
[QUOTE=oranges283;30489413]Is there any way to compile a model that has over 100,000 polygons?[/QUOTE]
Why would you need such a high poly model?
[QUOTE=arleitiss;30496151]Why would you need such a high poly model?[/QUOTE]
I just found it on my hard drive and I didn't really know what to do with it but I got it to work now
Need some help on my WIP Sonic Scout:
[img]http://img718.imageshack.us/img718/9215/sonicscout.png[/img]
I fixed the eyes in around May but since I'm out of town and my laptop doesn't have the Sonic Scout data, I can't show the fix. I haven't fixed the neck textures, and team colors are broken(as well as Ubercharge skins). A soon as I get back home I'll show the fix.
Also, I'm using Milkshape 3D.
How do I make a .vmt file?
Do you have VTFEdit?
[QUOTE=SuperEmoBros;30499155]Do you have VTFEdit?[/QUOTE]
No, I'll download it and see what I can do.
Aren't you also able to make .vmt files in Notepad++ too?
[QUOTE=Krandel;30498812]How do I make a .vmt file?[/QUOTE]
notepad?
Well Notepad can do 'em I think, but I say use VTFEdit. It was designed to make VMT files.
[QUOTE=SuperEmoBros;30504064]Well Notepad can do 'em I think, but I say use VTFEdit. It was designed to make VMT files.[/QUOTE]
There's absolutely no difference at all. Apart from notepad being able to start a few microseconds faster :)
I always prefer notepad.
Much quicker to change and add params.
I posted this, but no one responded to it.
[quote]So, I may need your help on these.
1: Ragdoll not working
[I made a Stickman model, and it's fine in the model viewer, but the physics model is not working correctly.]
2: Faceposing not working.
[I made the VTAs, then made a line on the QC. Does not work.]
3: Physics model fail
[So, I decided to make a PLAYER.MDL ragdoll. (You know, the Player model from Half Life 2?) and I used the citizen phymodel, but that does not work.]
If you have a answer to any of those problems, tell me.[/quote]
I'm using Blender 2.5.
I'm working on exporting and texturing Eve online ship models for gmod. Here's my problem: the ship is supposed to look like this
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
You probably have inverted normals Try flipping all faces or add $nocull 1 to the vmt
my prop looks fine now, I'm working on the collision model. here's how it looks like (the collision model)
[URL]http://i.imgur.com/Yd9qk.jpg[/URL]
My question: when the wiki says it has to be low poly, how low poly is that? is my model good, or can I add more polys without the engine crashing?
I'm asking this because I want the ship to be hollow on the inside, so I can add the interior and still be able to walk inside. could I make the collision model out of panels (thicker than 0.5inches, ofc)? how many polys can I reach?
When I start work on the interior later, I'll be making it in 3ds max or google's ketchup and then merging it with the model of the ship itself. The interior will have collidable walls and surfaces.
is it possible to make boxes inside the current collision model and exclude the area from the collision model, like this:
[URL]http://i.imgur.com/KEsIv.jpg[/URL]
which option is achievable, 2nd or 3rd one?
[QUOTE=Marvos;30538231]my prop looks fine now, I'm working on the collision model. here's how it looks like (the collision model)
[URL]http://i.imgur.com/Yd9qk.jpg[/URL]
My question: when the wiki says it has to be low poly, how low poly is that? is my model good, or can I add more polys without the engine crashing?
I'm asking this because I want the ship to be hollow on the inside, so I can add the interior and still be able to walk inside. could I make the collision model out of panels (thicker than 0.5inches, ofc)? how many polys can I reach?
When I start work on the interior later, I'll be making it in 3ds max or google's ketchup and then merging it with the model of the ship itself. The interior will have collidable walls and surfaces.
is it possible to make boxes inside the current collision model and exclude the area from the collision model, like this:
[URL]http://i.imgur.com/KEsIv.jpg[/URL]
which option is achievable, 2nd or 3rd one?[/QUOTE]
You wont be able to go extreme high poly collision model.
I think max collision model segments are 24 or 25. Not sure.
Also don't forget collision model can be only convex, not concave. So if you want it to be hollowed inside you have to build boxes or convex shapes around that hollowed area.
yeah I thought as much. Panels it is for me :)
the max collision segments can be overwritten in the .qc file, right? and besides, imagine how many collision polygons a prop-constructed spaceship has. cant be a problem if mine has about half that.
I thing this would be the right place to ask the following: does anyone know a good method of modeling hands? A tutorial would be pretty sweet because I absolutely suck at modeling them. :v:
Basic question here: Why does Studiomdl.exe for the Orange Box exit exactly when I start it up?
Oh and by the way, can I use it for decompiling?
Doesn't matter i fixed it.
[QUOTE=Marvos;30539911]yeah I though as much. Panels it is for me :)
the max collision segments can be overwritten in the .qc file, right? and besides, imagine how many collision polygons a prop-constructed spaceship has. cant be a problem if mine has about half that.[/QUOTE]
lol no. Obviously max collision segments can't be "overwritten" in qc. It's just source engine limit. 24-25 segments.
[QUOTE=arleitiss;30552966]lol no. Obviously max collision segments can't be "overwritten" in qc. It's just source engine limit. 24-25 segments.[/QUOTE]
$maxconvexpieces 400
check "full collide"
wouldn't that work?
[QUOTE=kimr120;30541796]Basic question here: Why does Studiomdl.exe for the Orange Box exit exactly when I start it up?
Oh and by the way, can I use it for decompiling?[/QUOTE]
studiomdl.exe is a console application.
create a batch file with [code]studiomdl.exe
@pause[/code](useless much though?) and you can't use it for decompiling.
How does a basic ragdoll.qc look like?
How do I fucking ragdoll ANYTHING that has bones in it? Is it possible?
can anybody tell me what exacty collision.joints and the various sub-commands, or categories or whatever in the .qc file stands for?
I'm trying to find the place to put my Combine NPC's skin. I made variations to the Nova Prospekt guard and the default soldier, but I don't know where to put the combine_soldier folder. srsly helap lol
[QUOTE=antiChrist;30557519]studiomdl.exe is a console application.
create a batch file with [code]studiomdl.exe
@pause[/code](useless much though?) and you can't use it for decompiling.[/QUOTE]
Well the log is essentially the best one, on top of that you can quickly pipe it to a seperate log file, can quickly switch between mods|games you're compiling to and lastly with one or two registry changes allows you to compile a model via right click :)
also you're missing a %1 in the batch file
[code]
"H:/Games/Steam/steamapps/username/sourcesdk/bin/orangebox/bin/studiomdl" %1
pause
[/code]
[QUOTE=Calubri;30578504]How does a basic ragdoll.qc look like?
How do I fucking ragdoll ANYTHING that has bones in it? Is it possible?
can anybody tell me what exacty collision.joints and the various sub-commands, or categories or whatever in the .qc file stands for?[/QUOTE]
Here quickly made a commented QC
[code]
//Basic paths - to the various files the QC uses and similar. IMPORTANT!!
$cd "E:\My scribbles\!3d_projects\angels\light"
//The directory and name the model will be compiled to - It will always go into selectedgame\models no need to add that IMPORTANT!!
$modelname "kit\angels\light.mdl"
//The main reference SMD the model shall use
$model "Liandri Angel" "light_ref.smd" {
//here flex data comes under normal circumstances
}
//The material paths to the model can be multiple - path always starts in gamename/materials
$cdmaterials "Models\kit\angels\light"
$cdmaterials "Models\kit\angels\shared"
//attachments - not terribly needed for a basic ragdoll, but important for eye and faceposing
$attachment "chest" "ValveBiped.Bip01_Spine4" -4.00 4.00 0.00 rotate -0.00 83.00 90.00
$attachment "hips" "ValveBiped.Bip01_Pelvis" 0.00 -0.00 0.00 rotate -90.00 -90.00 0.00
$attachment "lefthand" "ValveBiped.Bip01_L_Hand" 3.50 -0.50 0.00 rotate -0.00 0.00 -0.00
$attachment "righthand" "ValveBiped.Bip01_R_Hand" 3.50 -0.50 0.00 rotate -0.00 -0.00 -0.00
$attachment "forward" "ValveBiped.forward" -0.00 0.00 -0.00 rotate 0.00 -0.00 0.00
$attachment "anim_attachment_RH" "ValveBiped.Anim_Attachment_RH" -0.00 0.00 -0.00 rotate -90.00 -90.00 0.00
$attachment "anim_attachment_LH" "ValveBiped.Anim_Attachment_LH" -0.00 -0.00 -0.00 rotate -90.00 -90.00 0.00
//Inclusion - if you use an existing skeleton, you can add these, to icnlude stock or other source animations.
$includemodel "humans/female_shared.mdl"
$includemodel "humans/female_ss.mdl"
$includemodel "humans/female_gestures.mdl"
$includemodel "humans/female_postures.mdl"
$includemodel "combine_soldier_anims.mdl"
//the per model surfaceprop - sound and decal to make when hit
$surfaceprop "flesh"
//eye position thign
$eyeposition 0.065 -0.000 65.127
//the Illumination center of the model can be important if you get weird shading
$illumposition -0.144 0.043 34.730
//!!!!!!!!!!!!!!!the basic skeleton of the model - necessary!!!!
$sequence ragdoll "ragdoll" ACT_DIERAGDOLL 1 fps 30.00
//An animation specific thing - only used for NPC's
$ikchain rhand ValveBiped.Bip01_R_Hand knee 0.707 0.707 0.000
$ikchain lhand ValveBiped.Bip01_L_Hand knee 0.707 0.707 0.000
$ikchain rfoot ValveBiped.Bip01_R_Foot knee 0.707 -0.707 0.000
$ikchain lfoot ValveBiped.Bip01_L_Foot knee 0.707 -0.707 0.000
//!!!!!!!!!!!!!!!!!!!The physical model - important!!!!!
$collisionjoints "phymodel.smd" {
//basic specific stuff, how heavy it is, what the rootbone is how though the joints are etc.
$mass 60.0
$inertia 5.00
$damping 0.01
$rotdamping 1.50
$rootbone "valvebiped.bip01_pelvis"
$jointmerge "ValveBiped.Bip01_Pelvis" "ValveBiped.Bip01_Spine1"
//the constraints themselves, generated by HLMV
$jointconstrain "valvebiped.bip01_r_thigh" x limit -59.00 61.00 0.00
$jointconstrain "valvebiped.bip01_r_thigh" y limit -53.00 86.00 0.00
$jointconstrain "valvebiped.bip01_r_thigh" z limit -79.00 73.00 0.00
$jointconstrain "valvebiped.bip01_r_calf" x limit -12.00 12.00 0.00
$jointconstrain "valvebiped.bip01_r_calf" y limit -8.00 8.00 0.00
$jointconstrain "valvebiped.bip01_r_calf" z limit -12.00 149.00 0.00
$jointconstrain "valvebiped.bip01_l_thigh" x limit -59.00 61.00 0.00
$jointconstrain "valvebiped.bip01_l_thigh" y limit -64.00 84.00 0.00
$jointconstrain "valvebiped.bip01_l_thigh" z limit -93.00 96.00 0.00
$jointconstrain "valvebiped.bip01_l_calf" x limit 0.00 0.00 0.00
$jointconstrain "valvebiped.bip01_l_calf" y limit -6.00 6.00 0.00
$jointconstrain "valvebiped.bip01_l_calf" z limit -8.00 149.00 0.00
$jointconstrain "valvebiped.bip01_l_foot" x limit -39.00 23.00 0.00
$jointconstrain "valvebiped.bip01_l_foot" y limit -61.00 61.00 0.00
$jointconstrain "valvebiped.bip01_l_foot" z limit -66.00 87.00 0.00
$jointconstrain "valvebiped.bip01_spine2" x limit -84.00 102.00 0.00
$jointconstrain "valvebiped.bip01_spine2" y limit -55.00 55.00 0.00
$jointconstrain "valvebiped.bip01_spine2" z limit -68.00 70.00 0.00
$jointconstrain "valvebiped.bip01_r_upperarm" x limit -70.00 70.00 0.00
$jointconstrain "valvebiped.bip01_r_upperarm" y limit -68.00 151.00 0.00
$jointconstrain "valvebiped.bip01_r_upperarm" z limit -171.00 126.00 0.00
$jointconstrain "valvebiped.bip01_r_forearm" x limit -50.00 50.00 0.00
$jointconstrain "valvebiped.bip01_r_forearm" y limit -70.00 19.00 0.00
$jointconstrain "valvebiped.bip01_r_forearm" z limit -149.00 -3.00 0.00
$jointconstrain "valvebiped.bip01_l_upperarm" x limit -70.00 70.00 0.00
$jointconstrain "valvebiped.bip01_l_upperarm" y limit -57.00 57.00 0.00
$jointconstrain "valvebiped.bip01_l_upperarm" z limit -93.00 93.00 0.00
$jointconstrain "valvebiped.bip01_l_forearm" x limit -44.00 32.00 0.00
$jointconstrain "valvebiped.bip01_l_forearm" y limit -12.00 48.00 0.00
$jointconstrain "valvebiped.bip01_l_forearm" z limit -84.00 8.00 0.00
$jointconstrain "valvebiped.bip01_l_hand" x limit -91.00 115.00 0.00
$jointconstrain "valvebiped.bip01_l_hand" y limit -66.00 61.00 0.00
$jointconstrain "valvebiped.bip01_l_hand" z limit -79.00 82.00 0.00
$jointconstrain "valvebiped.bip01_head1" x limit -86.00 108.00 0.00
$jointconstrain "valvebiped.bip01_head1" y limit -44.00 44.00 0.00
$jointconstrain "valvebiped.bip01_head1" z limit -55.00 79.00 0.00
$jointconstrain "jiggle2" x limit -21.00 21.00 0.00
$jointconstrain "jiggle2" y limit -57.00 57.00 0.00
$jointconstrain "jiggle2" z limit -86.00 86.00 0.00
$jointconstrain "valvebiped.bip01_r_hand" x limit -95.00 124.00 0.00
$jointconstrain "valvebiped.bip01_r_hand" y limit -66.00 61.00 0.00
$jointconstrain "valvebiped.bip01_r_hand" z limit -64.00 91.00 0.00
$jointconstrain "valvebiped.bip01_r_foot" x limit -23.00 23.00 0.00
$jointconstrain "valvebiped.bip01_r_foot" y limit -48.00 64.00 0.00
$jointconstrain "valvebiped.bip01_r_foot" z limit -68.00 88.00 0.00
}
[/code]
[quote=wraithcat;30606619]Here quickly made a commented QC
[/quote]
Thanks a ton
Still I have another ton of questions as I'm new to this whole model porting thing:
I made a ragdoll using valve's default bones (well not exactly default to gmod, but counterstrike default). Can I use it as playermodel now? If not, what are the requirements for this to work? Which model's bones do I use instead?
Can I use $includemodel to possibly add an animation for my ragdoll for again possibly existing counter-strike character animation in gmod? If not, will it, to be very sure about that, work if I convert my mesh to human_male's bones?
Annnnd I watched a tutorial on how to make a collision model, this tutorial says I must use smoothing groups for each collision element. Is this true? Is he referring to something I shouldn't care about?
[QUOTE=one free man;30069523]I've got a bit of a problem with alpha maps
I need to make a plastic bag like object transparent, however all It does at the moment is that it either goes completely invisible or completely visible.
I'm needing to use "$Alphatest" 1 to make it even work aswell, as with ordinary "$translucent" 1 it does this:
[URL="http://imageshack.us/photo/my-images/838/bloodyhell.png/"][IMG]http://img838.imageshack.us/img838/4236/bloodyhell.png[/IMG][/URL]
The bag is inside that box, and this is the only rendering error I've ever had, so I have no idea what to do with it.
Anyone have any ideas? :frown:[/QUOTE]
I don't suppoose anyone knows anything about this do they?
Sorry to bump my own question, but it was 3 weeks ago and I'd hate that model to go to waste :buddy:
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