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If the opposite links of a four bar linkage are equal, the links will always form a
- a)triangle
- b)rectangle
- c)parallelogram
- d)pentagon
- e)trapezoid
Correct answer is option 'C'. Can you explain this answer?
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If the opposite links of a four bar linkage are equal, the links will ...
Four Bar Linkage with Equal Opposite Links
A four bar linkage is a mechanism consisting of four links that are connected by four joints. The links can be of different lengths and can be arranged in a variety of configurations. One important configuration is when the opposite links of the four bar linkage are equal. In this case, the links will always form a parallelogram.
Parallelogram Configuration
A parallelogram is a four-sided shape in which opposite sides are parallel and equal in length. When the opposite links of a four bar linkage are equal, the mechanism will always form a parallelogram. This is because the two parallel links will always remain parallel, while the other two links will move in a way that preserves the parallelism of the opposite links.
Mechanism Applications
The parallelogram configuration of the four bar linkage is useful for a variety of mechanical applications. For example, it is often used in suspension systems for vehicles. The suspension system connects the wheels to the frame of the vehicle and allows the wheels to move up and down over bumps and uneven surfaces. The parallelogram configuration of the four bar linkage helps to keep the wheels aligned with the frame of the vehicle, which improves handling and stability.
Conclusion
In conclusion, when the opposite links of a four bar linkage are equal, the mechanism will always form a parallelogram. This configuration is useful for a variety of mechanical applications, such as suspension systems for vehicles.
A four bar linkage is a mechanism consisting of four links that are connected by four joints. The links can be of different lengths and can be arranged in a variety of configurations. One important configuration is when the opposite links of the four bar linkage are equal. In this case, the links will always form a parallelogram.
Parallelogram Configuration
A parallelogram is a four-sided shape in which opposite sides are parallel and equal in length. When the opposite links of a four bar linkage are equal, the mechanism will always form a parallelogram. This is because the two parallel links will always remain parallel, while the other two links will move in a way that preserves the parallelism of the opposite links.
Mechanism Applications
The parallelogram configuration of the four bar linkage is useful for a variety of mechanical applications. For example, it is often used in suspension systems for vehicles. The suspension system connects the wheels to the frame of the vehicle and allows the wheels to move up and down over bumps and uneven surfaces. The parallelogram configuration of the four bar linkage helps to keep the wheels aligned with the frame of the vehicle, which improves handling and stability.
Conclusion
In conclusion, when the opposite links of a four bar linkage are equal, the mechanism will always form a parallelogram. This configuration is useful for a variety of mechanical applications, such as suspension systems for vehicles.
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If the opposite links of a four bar linkage are equal, the links will ...
Rectangle
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If the opposite links of a four bar linkage are equal, the links will always form aa)triangleb)rectanglec)parallelogramd)pentagone)trapezoidCorrect answer is option 'C'. Can you explain this answer?
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