典型文献
Dynamics modeling and error analysis for antenna pointing mechanisms with frictional spatial revolute joints on SE(3)
文献摘要:
This paper presents a non-smooth multibody dynamic formulation and error analysis of an antenna pointing mechanism including frictional spatial revolute joints(FSRJs)with small clear-ance in the framework of the special Euclidian group SE(3).The formulation leads to an inertial frame-invariant,a compact and unified description for rigid bodies and spatial revolute joints(SRJs).The geometric constraint of the bearing is covered by four open semi-cylinders,which can be treated as bilateral constraints assuming that the impact effects are negligible.The frictional contact problem is formulated as a horizontal linear complementary problem(HLCP),which is embedded in the Lie-group integration scheme.Error of the antenna pointing mechanism is mod-eled by means of the adjoint transformation and POE-based formula.The evolution of errors is obtained through the solution of non-smooth dynamics.The obtained numerical results illustrate the influences of FSRJs in dynamics modeling and error analysis of the antenna pointing mecha-nism.
文献关键词:
中图分类号:
作者姓名:
Long LI;Shengnan LYU;Xilun DING
作者机构:
School of Mechanical Engineering and Automation,Beihang University,Beijing 100083,China
文献出处:
引用格式:
[1]Long LI;Shengnan LYU;Xilun DING-.Dynamics modeling and error analysis for antenna pointing mechanisms with frictional spatial revolute joints on SE(3))[J].中国航空学报(英文版),2022(08):265-279
A类:
FSRJs,Euclidian,SRJs,HLCP,eled
B类:
Dynamics,modeling,analysis,antenna,pointing,mechanisms,frictional,spatial,revolute,joints,SE,This,paper,presents,smooth,multibody,formulation,including,small,clear,ance,framework,special,group,leads,inertial,invariant,compact,unified,description,rigid,bodies,geometric,bearing,covered,by,four,open,semi,cylinders,which,can,treated,bilateral,constraints,assuming,that,impact,effects,are,negligible,contact,problem,formulated,horizontal,linear,complementary,embedded,Lie,integration,scheme,Error,means,adjoint,transformation,POE,evolution,errors,obtained,through,solution,dynamics,numerical,results,illustrate,influences
AB值:
0.492813
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