长沙理工大学结构力学机试题库（Changsha University of Science and Technology structural mechanics machine test database）.doc

长沙理工大学结构力学机试题库（Changsha University of Science and Technology structural mechanics machine test database） In 1 (1) a total score of 20 points in a homework exergy 20 computer final exam 60 points total exergy exergy is 100 Branch. (2) the test questions are divided into two kinds, exergy judgment test (10 points), the two choice questions (10 points). (3) test questions to determine the problem has a 120 question multiple-choice test base for exergy machine has 110 questions. (4) test when the exergy each student from the question bank a second, each randomly selected 6 items total 12 questions per exergy exergy small 2 points out of 20 points exergy. The test time for a lesson (30 minutes) A, B, C, D four pick one Multiple choice questions (110 questions have to be supplemented exergy) I. Analysis of maneuver (15 questions already) 1 in the graphic system (A) A. no extra constraint system geometric invariant geometric invariant B. a redundant constraint system C. geometric constant variable system D. geometry transient system. The system for the 2. (A) A. no extra constraint system geometric invariant geometric invariant B. a redundant constraint system C. geometric constant variable system D. geometry transient system. 3 in the graphic system (A) A. no extra constraint system geometric invariant geometric invariant B. a redundant constraint system C. geometric constant variable system D. geometry transient system. Two 4 the system exergy rate (B) A. geometric invariant no extra constraint system in B. system in a redundant constraint geometric invariant C. geometric constant variable system transient system in D. geometry. 5 the system exergy rate (A) A. geometric invariant no extra constraint system in B. system in a redundant constraint geometric invariant C. geometric constant variable system transient system in D. geometry. 6 the system exergy rate (D) A. geometric invariant no extra constraint system in B. system in a redundant constraint geometric invariant C