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No, it can't be that. Consider ax=0.hotjohn said:(g +az ) Δx / ax ?
No, I don't think so. az is supposed to be az, an acceleration, etc.gleem said:Another issue is that your expression is dimensionally inconsistent.
The vertical rise of liquid at the back of a linearly accelerating tank is caused by the inertia of the liquid. As the tank accelerates forward, the liquid inside the tank will continue to move in its original direction, causing it to rise at the back of the tank.
The acceleration of the tank directly affects the height of the liquid rise. The greater the acceleration, the higher the liquid will rise at the back of the tank. This is because a higher acceleration results in a greater force acting on the liquid, causing it to rise more.
Yes, the shape and size of the tank can impact the vertical rise of liquid. A narrower and taller tank will cause the liquid to rise higher compared to a wider and shorter tank. This is due to the difference in surface area and volume of the tank, which affects the distribution of force on the liquid.
Yes, the vertical rise of liquid can be controlled by adjusting the acceleration of the tank or by using baffles. Baffles are vertical plates placed inside the tank to disrupt the flow of liquid and reduce the height of the liquid rise. The placement and number of baffles can be adjusted to control the vertical rise of liquid.
In most cases, the vertical rise of liquid at the back of a linearly accelerating tank is not a safety concern. However, if the tank is accelerating at a very high rate, it can cause the liquid to splash out of the tank and potentially cause harm. It is important to carefully consider the acceleration rate and take necessary precautions to prevent any safety hazards.