A canonical transformation relating hard-core and velocity-dependent nucleon-nucleon potentials is applied to the Srivastava potential and an equivalent hard-core potential is found. It is shown that the deuteron photonuclear electric-dipole integrated and bremsstrahlung-weighted cross sections resulting ...
A canonical transformation relating hard-core and velocity-dependent nucleon-nucleon potentials is applied to the Srivastava potential and an equivalent hard-core potential is found. It is shown that the deuteron photonuclear electric-dipole integrated and bremsstrahlung-weighted cross sections resulting fro...
7.On the Relation between the Velocity and the Concentration Distributions in Open Channel明渠水流垂线流速分布与含沙量分布的关系 8.The same is true for graphs of total rainfall versus total storm runoff.总雨量与总暴雨经流量之间的曲线关系也同样如此。 9.New Method of Single-valued Stage Discharge ...
dispersionvelocityrelationcirculargalaxiescentral a r X i v : a s t r o - p h / 0 5 0 3 6 4 9 v 2 3 1 M a r 2 0 0 5 Ontherelationbetweencircularvelocityandcentralvelocity dispersioninhighandlowsurfacebrightnessgalaxies 1 A.Pizzella 1 ,E.M.Corsini 1 ,E.DallaBont`a 1 ,M.Sar...
The measurement allows to infer the velocity of the atom after the interaction with an accuracy better than the Standard Quantum Limit. 1 被引用 · 0 笔记 引用 Measurability of quantum fields and the energy-time uncertainty relation M. B. Mensky May 2011 Quantum restrictions on the measur...
Hello, this is my first thread. Robert Wald, in General Relativity, equation (4.2.8) says : E = – pa va where E is the energy of a particle, pa the energy-momentum 4-vector and va the 4-velocity of the particle. How can I see this is compatible with the common energy-momentum...
We investigated the link between renal function as evaluated by estimated glomerular filtration rate (eGFR) and pulse wave velocity (PWV) in Japanese witho... N Miyatake,K Shikata,H Makino,... - 《Internal Medicine》 被引量: 27发表: 2010年 The relation between the pacing sites in the rig...
MHBWhat is the relation between velocity and momentum in Hamiltonian mechanics? Hey! :o We have an electromagnetic field. The relation between energy and momentum of a particle with charge $q$ is $$\left (\frac{E-q\phi}{c}\right )^2=m^2c^2+\|p-\frac{q}{c}A\|^2$$ where $c...
摘要原文 In a fully developed sea, the significant wave height ( Hs ) and wind speed ( U 10 ) are conventionally related to a pure quadratic equation. This relation is often violated, since in the field the measured local Hs is often contaminated by the swell, which is propagated from di...
and the potential gradient do not change, the drift velocity of electrons also does not change. So, while the electrons don’t move faster, the bigger cross-sectional area causes more of them to move, increasing the total charge movement and the current flow. In short, the resistance ...