Delaisse et al 2022a - Revision history

Nicolasdlss at 15:02, 2 December 2022

2022-12-02T15:02:29Z

Move page script: Move page script moved page Delaisse et al 1970a to Delaisse et al 2022a

2022-11-25T15:06:39Z

Move page script moved page Delaisse et al 1970a to Delaisse et al 2022a

JSanchez: JSanchez moved page Draft Sanchez Pinedo 189840917 to Delaisse et al 1970a

2022-11-22T13:29:42Z

JSanchez moved page Draft Sanchez Pinedo 189840917 to Delaisse et al 1970a

JSanchez at 13:29, 22 November 2022

2022-11-22T13:29:36Z

JSanchez at 13:29, 22 November 2022

2022-11-22T13:29:34Z

JSanchez at 13:29, 22 November 2022

2022-11-22T13:29:33Z

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2022-11-22T13:29:31Z

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 Elastohydrodynamically lubricated contacts are an example of a strongly coupled fluid-structure interaction problem. Typically, these problems are solved in a partitioned way and require multiple flow-structure iterations per time step to reach convergence. The manner in which these iterations are performed is determined by the coupling algorithm. In the previous decade, several algorithms have been proposed, most of which are based on a quasi-Newton principle. These methods use an approximate Jacobian, which is constructed during the calculation itself. However, in many cases, a simpler model is available, which provides an approximate solution and Jacobian, and is denoted as surrogate model. For the elastohydrodynamically lubricated contact, this model is the coupled Reynolds-Boussinesq approach, which evaluates significantly faster than the CFD-CSM simulation. The incorporation of a surrogate model in a quasi-Newton method is realized with the IQN-ILSM algorithm. This work is a first step towards employing this coupling method for the elastohydrodynamically lubricated contact and, in this way, combining the speed of the Reynolds-Boussinesq approach with the accuracy and versatility of the CFD-CSM modelling. In the current work, only the surrogate solution will be used as initial solution. The use of the surrogate Jacobian is future work.
 == Abstract ==
 <pdf>Media:Draft_Sanchez Pinedo_189840917285_abstract.pdf</pdf>
+<-->
 == Full Paper ==
 <pdf>Media:Draft_Sanchez Pinedo_189840917285_paper.pdf</pdf>

← Older revision		Revision as of 13:29, 22 November 2022
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	== Abstract ==		== Abstract ==
	<pdf>Media:Draft_Sanchez Pinedo_189840917285_abstract.pdf</pdf>		<pdf>Media:Draft_Sanchez Pinedo_189840917285_abstract.pdf</pdf>
		+
		+	== Full Paper ==
		+	<pdf>Media:Draft_Sanchez Pinedo_189840917285_paper.pdf</pdf>

← Older revision		Revision as of 13:29, 22 November 2022
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	Elastohydrodynamically lubricated contacts are an example of a strongly coupled fluid-structure interaction problem. Typically, these problems are solved in a partitioned way and require multiple flow-structure iterations per time step to reach convergence. The manner in which these iterations are performed is determined by the coupling algorithm. In the previous decade, several algorithms have been proposed, most of which are based on a quasi-Newton principle. These methods use an approximate Jacobian, which is constructed during the calculation itself. However, in many cases, a simpler model is available, which provides an approximate solution and Jacobian, and is denoted as surrogate model. For the elastohydrodynamically lubricated contact, this model is the coupled Reynolds-Boussinesq approach, which evaluates significantly faster than the CFD-CSM simulation. The incorporation of a surrogate model in a quasi-Newton method is realized with the IQN-ILSM algorithm. This work is a first step towards employing this coupling method for the elastohydrodynamically lubricated contact and, in this way, combining the speed of the Reynolds-Boussinesq approach with the accuracy and versatility of the CFD-CSM modelling. In the current work, only the surrogate solution will be used as initial solution. The use of the surrogate Jacobian is future work.		Elastohydrodynamically lubricated contacts are an example of a strongly coupled fluid-structure interaction problem. Typically, these problems are solved in a partitioned way and require multiple flow-structure iterations per time step to reach convergence. The manner in which these iterations are performed is determined by the coupling algorithm. In the previous decade, several algorithms have been proposed, most of which are based on a quasi-Newton principle. These methods use an approximate Jacobian, which is constructed during the calculation itself. However, in many cases, a simpler model is available, which provides an approximate solution and Jacobian, and is denoted as surrogate model. For the elastohydrodynamically lubricated contact, this model is the coupled Reynolds-Boussinesq approach, which evaluates significantly faster than the CFD-CSM simulation. The incorporation of a surrogate model in a quasi-Newton method is realized with the IQN-ILSM algorithm. This work is a first step towards employing this coupling method for the elastohydrodynamically lubricated contact and, in this way, combining the speed of the Reynolds-Boussinesq approach with the accuracy and versatility of the CFD-CSM modelling. In the current work, only the surrogate solution will be used as initial solution. The use of the surrogate Jacobian is future work.
		+
		+	== Abstract ==
		+	<pdf>Media:Draft_Sanchez Pinedo_189840917285_abstract.pdf</pdf>

← Older revision	Revision as of 13:29, 22 November 2022
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	+
	+	==Summary==

	+	Elastohydrodynamically lubricated contacts are an example of a strongly coupled fluid-structure interaction problem. Typically, these problems are solved in a partitioned way and require multiple flow-structure iterations per time step to reach convergence. The manner in which these iterations are performed is determined by the coupling algorithm. In the previous decade, several algorithms have been proposed, most of which are based on a quasi-Newton principle. These methods use an approximate Jacobian, which is constructed during the calculation itself. However, in many cases, a simpler model is available, which provides an approximate solution and Jacobian, and is denoted as surrogate model. For the elastohydrodynamically lubricated contact, this model is the coupled Reynolds-Boussinesq approach, which evaluates significantly faster than the CFD-CSM simulation. The incorporation of a surrogate model in a quasi-Newton method is realized with the IQN-ILSM algorithm. This work is a first step towards employing this coupling method for the elastohydrodynamically lubricated contact and, in this way, combining the speed of the Reynolds-Boussinesq approach with the accuracy and versatility of the CFD-CSM modelling. In the current work, only the surrogate solution will be used as initial solution. The use of the surrogate Jacobian is future work.

← Older revision	Revision as of 15:06, 25 November 2022
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