2017年1月19日 · We had the derivation of the ekman transport today in class. And what I wondered about is this: Usually the equation for the ekman transport looks similar to this (depends on the author) [tex] u = V_0 e^{az} cos(\frac{\pi}{4}+az) [/tex] [tex] v = V_0 e^{az} sin(\frac{\pi}{4}+az) [/tex] [tex] a= \sqrt{\frac{f}{2 A_z}} [/tex]

2017年2月9日 · Hey guys, I need your help. We tried to derive the ekman transport in a lecture. The assumptions we made are 1. constant density 2. stationarity 3. no horizontal pressure gradient and no horizontal velocity gradient 4. no vertical velocity. So this is what the professor showed us: But is...

2024年8月15日 · MCNP 6.2: Fission Product Recoil/Transport. Jan 30, 2021; Replies 3 Views 2K.

2024年4月16日 · I'm beginning in Vised for MCNP6 and i want to modify my imput file inside vised to understand how when i changed cards this affects the simulation. The problem is that i can't save inside vised my imput file, i have to open my imput …

2024年7月30日 · The highest drag on a road transport vehicle, is when there is a strong crosswind. The vector sum of ground speed, and the crosswind, becomes expensive in lost energy. Likes DeBangis21 and Lnewqban

2012年10月31日 · Bernoulli and N-S are special cases of transport Equations. When the flow is steady and inviscid, the 'Energy(enthalpy)-Transport Equation' reduces to Bernoulli, i.e. Total energy is conserved. The Momentum-Transport Equation is called the N-S Equation, it is actually not a special, they are well known as Momentum Equation.

2011年6月16日 · How can i transfer a text document (word, pdf or text file) from PC to TI nspire CAS. I am lost and need help. I have install TI software on my PC. Thank you in advance for any help you can provide.

2015年4月16日 · Homework Statement Two point charges are located on the x-axis, q1 = -e at x=0 and q2 = +e at x=a. Find the work that must be done by an external force to bring a third point charge q3 = +e from infinity to x = 2a. Homework Equations W = -ΔU The Attempt at a Solution W = -(Ufinal - Uinitial)...

2018年12月3日 · We typically concern ourselves with the conservation of three quantities in a control volume: mass, momentum, and energy. It is beyond the scope of this article to discuss all of the forms that these laws may take, but for now, we will apply the Reynolds transport theorem to a steady flow through a stream tube as it pertains to energy.

2012年2月21日 · Sure. Consider a block being pushed along a surface with friction. Since the kinetic frictional force is given by [itex]F_{\mu} = \mu mg[/itex], where [itex]\mu[/itex] is the coefficient of kinetic friction, if you provided that same force to push the block, you would have no acceleration, a constant velocity, and a non-zero force being applied by you.