[an error occurred while processing this directive]
   
 
���¿��ټ��� �߼�����
   ��ҳ  �ڿ�����  ��ί��  Ͷ��ָ��  �ڿ�����  ��������  �� �� ��  ��ϵ����
�������պ����ѧѧ�� 2000, Vol. 26 Issue (5) :569-572    DOI:
���� ����Ŀ¼ | ����Ŀ¼ | ������� | �߼����� << | >>
��ϸ���ַ������ȶ��Ժ;��ȷ���
������, �Ž���, ����÷*
�������պ����ѧ �����������Ӧ����ѧϵ
Stability and Precision Analysis for Precise Integration Method
ZHAO Li-bin, ZHANG Jian-yu, WANG Shou-mei*
Beijing University of Aeronautics and Astronautics, Dept. of Flight Vehicle Design and Applied Mechanics

ժҪ
�����
�������
Download: PDF (0KB)   HTML 1KB   Export: BibTeX or EndNote (RIS)      Supporting Info
ժҪ �������˽ṹ���������ľ�ϸ���ַ������ȶ��ԡ����Ⱥͼ��㹤����,��������ɢʱ������ָ�������ݼ���չ��ʽ�ĽضϽ���L�Լ�2N���㷨�Ľ���N���Ż�����.˵���˾�ϸ���ַ����������ȶ���.�ۺϿ����ȶ��ԡ����Ⱥͼ��㹤����,�ж��ضϽ���Lȡ4ʱ��ϸ���ַ���������Ч�����,��������N�IJ����Ż���ʽ.������2��������֤���ȶ��Ժ;��ȷ�������ȷ��.��
Service
�ѱ����Ƽ�������
�����ҵ����
�������ù�����
Email Alert
RSS
�����������
�ؼ����� �ṹ��������   ��ֵ����   �ݼ���   ��ϸ���ַ�     
Abstract�� The precise integration method, one of the direct integration methods for problems in structural dynamics, was analyzed. Several comments were made regarding to its formulation, numerical stability, computational accuracy and cost. The method is conditionally stable and belongs to the category of explicit time-integration methods. The precise integration method is based on the 2N-type algorithm for computation of exponential matrix. It controls the order N to satisfy the accuracy requirement. Its numerical results have excellent correlation. According to the analytic results, the numerical stability, computational accuracy and cost depend to a large degree on the selection of the parameters, time-division, truncation order and order of 2N-type algorithm. Then the optimal formulation of parameters was given. And several points about the precise integration method were illuminated theoretically. Finally, two numerical examples verified the validity of the stability, precision and the optimal formulation.
Keywords�� dynamic structural analysis   numerical integration   power series   precise integration method     
Received 1999-04-21;
About author: ������(1976-),Ů,�������ض���,��ʿ��,100083,����
���ñ���:   
������, �Ž���, ����÷.��ϸ���ַ������ȶ��Ժ;��ȷ���[J]  �������պ����ѧѧ��, 2000,V26(5): 569-572
ZHAO Li-bin, ZHANG Jian-yu, WANG Shou-mei.Stability and Precision Analysis for Precise Integration Method[J]  JOURNAL OF BEIJING UNIVERSITY OF AERONAUTICS AND A, 2000,V26(5): 569-572
���ӱ���:  
http://bhxb.buaa.edu.cn//CN/     ��     http://bhxb.buaa.edu.cn//CN/Y2000/V26/I5/569
Copyright 2010 by �������պ����ѧѧ��