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注意! 这个版本的文档是过时的,因为它描述了一个较老的SDK版本!请切换到最新SDK版本的文档。
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CigiArticulatedControl Class

Warning
The functionality described in this article is not available in the Community SDK edition.
You should upgrade to Sim SDK edition to use it.
Header: #include <plugins/UnigineCIGIConnector.h>
Inherits from: CigiHostPacket

CigiArticulatedControl Class

Members


int getEntityID ( ) const#

Returns the entity ID specified in the packet.

Return value

Entity ID.

int getPartID ( ) const#

Returns the articulated part ID specified in the packet.

Return value

Articulated part ID.

int getPartEnabled ( ) const#

Returns the value of the Articulated Part Enable parameter specified in the packet.

Return value

Articulated Part Enable parameter value: 1 if the articulated part is enabled; otherwise, 0.

Math::ivec3 getOffsetEnabled ( ) const#

Returns a three-component vector combining Offset Enable values specified in the packet. Each value determines whether the offset for the corresponding axis(X - back, Y - left, Z - down) is enabled.

Return value

Vector of three integer values. Each value determines whether the offset for the corresponding axis(X - back, Y - left, Z - down) is enabled: 1 - enabled; 0 - disabled.

Math::ivec3 getRotationEnabled ( ) const#

Returns a three-component vector combining Roll/Pitch/Yaw Enable values specified in the packet. Each value determines whether the rotation around the corresponding axis(roll, pitch, yaw) is enabled.

Return value

Vector of three integer values. Each value determines whether the rotation for the corresponding axis(X - back, Y - left, Z - down) is enabled: 1 - enabled; 0 - disabled.

Math::vec3 getOffset ( ) const#

Returns the offset of the articulated part in the submodel coordinate system (SCS) specified in the packet.

Return value

Articulated part offset coordinates (X - back, Y - left, Z - down).

Math::vec3 getRotation ( ) const#

Returns the rotation of the articulated part in the submodel coordinate system (SCS) specified in the packet.

Return value

Articulated part rotation euler angles.
Last update: 2022-03-10
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