01ForceVectorsMomentsandFreeBodyDiagrams

TestsforChapter01ReductionsofForceSystems

1、单选题:
‏As shown in the parallelogram, all forces are at point A. In which figure FR can be considered as the resultant of F1 and F2? ‎
选项:
A:
B:
C:
D:
答案: 【 

2、单选题:
‏Neglect the weights of all members. In which case bar BD is not a two-force member? ‍
选项:
A:
B:
C:
D:
答案: 【 

3、单选题:

To study the whole system, which free-body diagram is correct?

​选项:
A:
B:
C:
D:
答案: 【 

4、单选题:

To study the whole system, which free-body diagram is correct?

‍选项:
A:
B:
C:
D:
答案: 【 

5、单选题:

To study the whole system, which free-body diagram is correct?

‌选项:
A:
B:
C:
D:
答案: 【 

6、单选题:

For bar AD, which free-body diagram
is correct?

‍选项:
A:
B:
C:
D:
答案: 【 

7、多选题:

In this equilibrium mechanism, the free-body diagram of crank OA can be drawn as

‌选项:
A:
B:
C:
D:
答案: 【 ;
;

8、判断题:

The resultant force of two intersecting forces and is , i.e., . The magnitude of must be larger than those of and .

‍选项:
A: 正确
B: 错误
答案: 【 错误

9、判断题:
‌As long as two forces have the same magnitude and are in opposite directions, these two forces form a couple.‎
选项:
A: 正确
B: 错误
答案: 【 错误

10、判断题:
‍For any coplanar force system, as long as its principal vector is not equal to zero, the force system can be reduced to one single force.​
选项:
A: 正确
B: 错误
答案: 【 正确

02Equilibriumofforcesystems

TestsforChapter02EquilibriumofForceSystem

1、单选题:
​All weights and frictions can be neglected. If a force P is applied at the mid-point of bar AB, in which case the bar can be in a equilibrium state? ​
选项:
A:
B:
C:
D:
答案: 【 

2、单选题:

A rigid body is in equilibrium state under the coplanar force system. Which set of equilibrium equations are not independent of each other?

‍选项:
A: SX = 0, Sx = 0, SmA(F) = 0
B: SmO(F) = 0, SmA(F) = 0, SmB(F) = 0
C: SmO(F) = 0, SmC(F) = 0, SY = 0
D: SX = 0, SY = 0, SmO(F) = 0
答案: 【 SmO(F) = 0, SmA(F) = 0, SmB(F) = 0

3、单选题:

A rigid body is in equilibrium state under the coplanar force system. Which set of equilibrium equations are not independent of each other?

‍选项:
A: SX = 0, SmO(F) = 0, SmA(F) = 0
B: SmO(F) = 0, SmA(F) = 0, SmB(F) = 0
C: SmA(F) = 0, SmC(F) = 0, SY = 0
D: SX = 0, SmA(F) = 0, SmB(F) = 0
答案: 【 SX = 0, SmA(F) = 0, SmB(F) = 0

4、单选题:

Consider the equilibrium of bar AB. The correct moment equation about point A should be

‍选项:
A: SmA(F) = m + Psinq × L/2 + M + mA = 0
B: SmA(F) = -m - Psinq × L/2 + M = 0
C: S

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