This article's documentation is for anything that uses the Source engine. Click here for more information.

Env physwire: Difference between revisions

From Valve Developer Community
Jump to navigation Jump to search
No edit summary
(-added class hierarchy, cleanup)
 
(One intermediate revision by one other user not shown)
Line 1: Line 1:
{{Ent not in fgd}}
{{Ent not in fgd}}
{{obsolete|entity=1}}
{{obsolete|entity=1}}
{{base point|env_physwire}}
{{CD|CPhysicsWire|file1=effects.cpp}}
{{this is a|point entity|name=env_physwire}}
Presumably intended to be a pendulum of [[keyframe_rope]]s using [[phys_ballsocket]]s. Currently does not function as almost all of its code is commented out.
Presumably intended to be a pendulum of [[keyframe_rope]]s using [[phys_ballsocket]]s. Currently does not function as almost all of its code is commented out.
{{code class|CPhysicsWire|effects.cpp}}
==KeyValues==


== KeyValues ==
{{KV Targetname}}
{{KV|Density|intn=density|int|Presumably the number of points of the pendulum}}
{{KV|Density|intn=density|int|Presumably the number of points of the pendulum}}
{{KV BaseEntity}}
{{IO BaseEntity}}

Latest revision as of 02:06, 26 September 2024

Icon-NotInFGD.png
This entity is not in the FGD by default.
See below for instructions on making it available.
Obsolete-notext.png
This entity is obsolete. Its use is discouraged. It may only exist/function in older engine branches.
C++ Class hierarchy
CPhysicsWire
CBaseEntity
C++ effects.cpp

env_physwire is a point entity available in all Source Source games. Presumably intended to be a pendulum of keyframe_ropes using phys_ballsockets. Currently does not function as almost all of its code is commented out.

KeyValues

Name (targetname) <string>[ Edit ]
The name that other entities refer to this entity by, via Inputs/Outputs or other keyvalues (e.g. parentname or target).
Also displayed in Hammer's 2D views and Entity Report.
See also:  Generic Keyvalues, Inputs and Outputs available to all entities

Density (density) <integer>
Presumably the number of points of the pendulum