Differences

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--- doc:user:elements:contact:stationnaryrotatingtool [2021/09/24 12:32] – created papeleux
+++ doc:user:elements:contact:stationnaryrotatingtool [2021/09/24 12:47] – papeleux
@@ Line 9: / Line 9: @@
 The second movie show the same process in ALE
-{{ :doc:user:elements:contact:stationnaryrotatinglamird_alemethod4.mp4 |ALE Rolling Model SRT vs RT}}
+{{ :doc:user:elements:contact:stationnaryrotatinglamird_alemethod4.mp4 | ALE Rolling Model SRT vs RT}}
-And finally the next movie shows a ALE model vs the same Lagrangian Model with a (highly) deformed cylinder : {{ :doc:user:elements:contact:stationnaryrotatinglamird_splinebosse_alevslag.mp4 |}}
+And finally the next movie shows a ALE model vs the same Lagrangian Model with a (highly) deformed cylinder :
+{{ :doc:user:elements:contact:stationnaryrotatinglamird_splinebosse_alevslag.mp4 |SRT Rolling Models : ALE vs Lagrangian}}
@@ Line 19: / Line 20: @@
 | Key | Type / Value | Dependance | Definition |
-| --- | ------------ | ---------- | ---------- |
 | TOOLOMEGAMETHOD | 0/1/2 |  -  | 0 (default) : SRT deactivated |
 |             |       |     | 1 : Rotation of the sticking point around the axis |
@@ Line 25: / Line 25: @@
 | TOOLOMEGA  | float  | time | angle or velocity of the rotation of the tool around the axe. Value can evolve according to time (if omega is defined in term of velocity, integration according to time is only a trapeze rule so timestep must agree with velocity evolution) |
 | TOOLOMEGAISVELOC | Bool | - | True (default): Omega is defined in term of an angular velocity (possibly with a dependency but whose evolution has to be slow according to timestep to have a reliable model) |
-|                  |      | - | False : Omega is defined in term of an angle (omega must be defined with a time dependency to gives sens to the method) |
+|                  |      |  | False : Omega is defined in term of an angle (omega must be defined with a time dependency to gives sens to the method) |
 | TOOLOMEGA_PT1 | UserNo | - | Number of the first point of the axe |
 | TOOLOMEGA_PT2 | UserNo | - | Number of the second point of the axe |