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Will tsunami waves travel forever if there was no land?


Why do tsunami waves begin with the water flowing away from shore?Physics of tsunami: the relationship between wavelength, sea depth and the height of the waterWave with mass transport?Tsunami : power of destructionWhy do longitudinal waves travel faster than transverse waves?Fluid dynamics tsunamiHow do traffic waves travel downstream?Besides vortex rings, are there other types of traveling waves that can carry matter as well as energy?Will a longitudinal wave propagate “forever” in a tube?Question about the difference between a tsunami caused by a meteorite and one caused by an under water earthquake













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If there was no land for tsunami waves to collide with, can the waves travel around the globe for forever?










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    $begingroup$


    If there was no land for tsunami waves to collide with, can the waves travel around the globe for forever?










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      If there was no land for tsunami waves to collide with, can the waves travel around the globe for forever?










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      If there was no land for tsunami waves to collide with, can the waves travel around the globe for forever?







      waves water solitons tsunami






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      edited 2 hours ago









      Qmechanic

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      BodvarionBodvarion

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          To answer this, I would appeal to the general principle which we call the 2nd law of thermodynamics. One way of expressing it is that the entropy of an isolated system cannot decrease. This means that in order to keep going for ever, a wave motion would have to involve no entropy increase. But almost all processes involve some increase of entropy, and in the case of water waves this is certainly going to happen, because of viscosity and turbulence in the water. Therefore the wave will gradually dissipate its energy and eventually die down.






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            5












            $begingroup$

            To answer this, I would appeal to the general principle which we call the 2nd law of thermodynamics. One way of expressing it is that the entropy of an isolated system cannot decrease. This means that in order to keep going for ever, a wave motion would have to involve no entropy increase. But almost all processes involve some increase of entropy, and in the case of water waves this is certainly going to happen, because of viscosity and turbulence in the water. Therefore the wave will gradually dissipate its energy and eventually die down.






            share|cite|improve this answer









            $endgroup$


















              5












              $begingroup$

              To answer this, I would appeal to the general principle which we call the 2nd law of thermodynamics. One way of expressing it is that the entropy of an isolated system cannot decrease. This means that in order to keep going for ever, a wave motion would have to involve no entropy increase. But almost all processes involve some increase of entropy, and in the case of water waves this is certainly going to happen, because of viscosity and turbulence in the water. Therefore the wave will gradually dissipate its energy and eventually die down.






              share|cite|improve this answer









              $endgroup$
















                5












                5








                5





                $begingroup$

                To answer this, I would appeal to the general principle which we call the 2nd law of thermodynamics. One way of expressing it is that the entropy of an isolated system cannot decrease. This means that in order to keep going for ever, a wave motion would have to involve no entropy increase. But almost all processes involve some increase of entropy, and in the case of water waves this is certainly going to happen, because of viscosity and turbulence in the water. Therefore the wave will gradually dissipate its energy and eventually die down.






                share|cite|improve this answer









                $endgroup$



                To answer this, I would appeal to the general principle which we call the 2nd law of thermodynamics. One way of expressing it is that the entropy of an isolated system cannot decrease. This means that in order to keep going for ever, a wave motion would have to involve no entropy increase. But almost all processes involve some increase of entropy, and in the case of water waves this is certainly going to happen, because of viscosity and turbulence in the water. Therefore the wave will gradually dissipate its energy and eventually die down.







                share|cite|improve this answer












                share|cite|improve this answer



                share|cite|improve this answer










                answered 2 hours ago









                Andrew SteaneAndrew Steane

                5,7941736




                5,7941736






























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