Yes, it does. The difference of mass can be calculated from e=mc2. Of course the difference is minimal
(In that case the mass increases by a decimal point followed by a bunch of zeroes and finally a 1. We do not have equipment to measure it.)
When a coil spring is compressed the spring compression tends to vary inversely with the length of the spring to the point where the spring cannot be compressed further without damage. In tension, the spring tension varies directly with the length but only so long as the elastic modulus is not reached. At that length, the spring becomes permanently deformed or "sprung". Depending on the representation of the drawing, the vector of the spring in compression will be opposite that of the same spring in tension. That is to say, if you push the spring to the left the force will be negative while a pull to the right will be positive so the spring in compression will push right (positive) and the spring in tension will pull left (negative).
The effective mass of a spring is the mass that would behave the same way as the spring when subjected to a force or acceleration. It is a concept used in physics to simplify calculations in systems involving springs. The effective mass of a spring depends on its stiffness and the mass it is attached to.
If the two springs are equal in their dimensions and made from the same material, then the longer spring will require more energy to stretch it, and thus will give back that greater amount of energy when it retracts to its original size.
When each portion of a coil spring is alternatively compressed and extended, a longitudinal wave is produced. Longitudinal waves propagate in the same direction as the direction of the vibration of the particles of the medium.
If the spring's length is doubled, the spring constant is unchanged, and the velocity will remain the same in simple harmonic motion with a spring. The period of oscillation will change, as it is affected by the spring constant and mass of the object.
Non compressed gas has the gas particles spread out more. But when compressed packed more tightly therefore taking up less room but yet still has the same amount of atoms. So you still have the same weight but just that the particles are packed more tightly.
If the mass of loose feathers is the same size as the mass of loose nails, then the nails have much more mass as they contain less molecular space. For anything, if it weighs the same and is compressed to match the same density of empty molecular space, regardless of size difference, the mass is exactly the same. For example, a bright burning sun a million times the size of our own may be very light in comparison to a dead compressed cold star half the size of Earth and being a million times more dense.
When a coil spring is compressed the spring compression tends to vary inversely with the length of the spring to the point where the spring cannot be compressed further without damage. In tension, the spring tension varies directly with the length but only so long as the elastic modulus is not reached. At that length, the spring becomes permanently deformed or "sprung". Depending on the representation of the drawing, the vector of the spring in compression will be opposite that of the same spring in tension. That is to say, if you push the spring to the left the force will be negative while a pull to the right will be positive so the spring in compression will push right (positive) and the spring in tension will pull left (negative).
The effective mass of a spring is the mass that would behave the same way as the spring when subjected to a force or acceleration. It is a concept used in physics to simplify calculations in systems involving springs. The effective mass of a spring depends on its stiffness and the mass it is attached to.
Density is how much mass is compressed into a state of volume. Considering bread is made of water, carbon, and other light molecules, it doesn't have much mass. Steel has much more mass and thus will be more dense; however, if u can compress the bread until it has the same mass at the same volume of the steel, it will have the same density.
If the two springs are equal in their dimensions and made from the same material, then the longer spring will require more energy to stretch it, and thus will give back that greater amount of energy when it retracts to its original size.
When each portion of a coil spring is alternatively compressed and extended, a longitudinal wave is produced. Longitudinal waves propagate in the same direction as the direction of the vibration of the particles of the medium.
It takes a larger force to compress or pull a spring the same distance as a spring with a smaller spring constant. This is shown in Hooke's law. x=F/k k---is the spring constant F---is the force applied to the spring x is the distance the spring has been compressed
No, the time period of a loaded spring will not change when taken to the moon. The time period of a spring-mass system depends on the mass of the object attached to the spring and the spring constant, both of which remain constant regardless of the location.
There will be the same amount of gas but in a smaller space. Density is mass/volume So as volume decreases and mass is constant, the density increases.
Mass is the same no matter where you are. Weight is less, but mass is the same.
If the spring's length is doubled, the spring constant is unchanged, and the velocity will remain the same in simple harmonic motion with a spring. The period of oscillation will change, as it is affected by the spring constant and mass of the object.