The relationship between the tension in a string and the hanging weights it supports is direct and proportional. As the weight of the hanging objects increases, the tension in the string also increases to support the added weight. This relationship follows the principle of equilibrium in physics.
When a crate is hanging from a rope that is attached, the force of gravity pulls the crate downward while the tension in the rope supports the weight of the crate.
The tension in the rope is equal to the weight of the hanging block when the block is stationary and not accelerating.
There is, the equation given is veloctiy = sqr root of (Tension/mew) where mew is a constant for the length of string and is given by mew = mass/length. by rearranging to find mew, we get either velocity2/Tension giving 1/mew or we can get Velocity/sqr root of Tension giving 1/sqr root of mew.
The tension force in the string or support balances the force of gravity on a hanging light. This tension force is equal in magnitude and opposite in direction to the force of gravity acting on the light, keeping it in equilibrium.
The relationship between frequency and tension in a vibrating system is such that as frequency increases, tension also needs to increase in order to maintain the same wavelength. This is because higher frequencies result in shorter wavelengths, which requires higher tension to balance the forces acting on the system. Ultimately, tension and frequency are directly proportional in a vibrating system.
When a crate is hanging from a rope that is attached, the force of gravity pulls the crate downward while the tension in the rope supports the weight of the crate.
Charged with sexual tension.
The tension in the rope is equal to the weight of the hanging block when the block is stationary and not accelerating.
as we know the relation between surface tension and temperature is inverse, and that of temperature and density also has inverse proportion, then it is clear that the '''surface tension is directly proportion to the density'''.
It caused tension between their relationship
When a pen is hanging, two forces act on it - the upthrust and the force of tension in the string.
The tension of a guitar string directly affects its pitch. When the tension is increased, the pitch of the string becomes higher. Conversely, when the tension is decreased, the pitch becomes lower.
An increase in tension between the British, the Boers and Zulus led to the Anglo-Zulu War.
There is, the equation given is veloctiy = sqr root of (Tension/mew) where mew is a constant for the length of string and is given by mew = mass/length. by rearranging to find mew, we get either velocity2/Tension giving 1/mew or we can get Velocity/sqr root of Tension giving 1/sqr root of mew.
Surface tension
All of the usual dramatic tensions (relationship, surprise, task, and mystery) apply to comedy. It could be the surprise of a random object, or the tension of relationship between two characters in a funny way. Hope that helped :)
Depending upon the context, "escalating" or "increasing" may work. For example, "Tension is mounting between X and Y." "Tension is escalating between X and Y. This does not work in the sentence "I spent the day mounting pictures." I suggest "hanging" works in that context. In the sentence, "Bob fell while mounting his bicycle," "hanging" clearly doesn't work. In that case, "getting on" works well as a synonym.