![]() ![]() It seems that PayPal is applying double standards to different companies. ![]() I have taken a look at Holland & Barrett– the UK’s Top Health Store and if you take a good peek, you will see that they offer for sale a relatively wide-ranging series of CBD items, particularly CBD oil and they also happen to take PayPal as a payment method. We simply offer marketing solutions to CBD companies. We do not offer for sale CBD goods such as CBD oil. A Calendar month later, PayPal has contacted use to say that our account has been limited and have asked us to take away PayPal as a payment solution from our vape store web directory. I run a vape store website directory and we have had a listing from a vape shop in the United States that also offers CBD products. For the time being, I would be extremely appreciative if anyone here at targetdomain could offer me with substitute payment processors/merchants that deal with CBD companies. I am yet to check with another attorney from a US law office in London to see what PayPal’s legal position is in the United States. I have checked with a solicitor from a Magic Circle law office in London and they stated that what PayPal is undertaking is entirely not legal and discriminatory as it should be applying an uniform criterion to all firms. This has constricted my payment possibilities and currently, I am seriously contingent on Cryptocurrency payments and direct bank transfers. Because of this stipulation, I can no longer take PayPal on my CBD-related web site. It appears that PayPal is employing double standards to many different companies. I have checked out Holland & Barrett– the UK’s Top Health Store and if you take a good peek, you will see that they supply a fairly considerable variety of CBD items, particularly CBD oil and they also happen to accept PayPal as a settlement method. We simply provide marketing services to CBD firms. A Month afterwards, PayPal has written to use to claim that our account has been limited and have asked us to remove PayPal as a payment solution from our vape shop directory site. I manage a vape shop directory site and we have had a posting from a vape store in the USA that also markets CBD product lines. No one dares to solve the full NS equation in 3D as it will take weeks to be solved numerically even when simulated on paralleled high speed workstations. Solving it directly might give you around 64 Constant coefficients and finding values of each of them will require 64 Boundary conditions. An equation of state relates the pressure, temperature, and density of the fluid will act as an additional equation to solve the coupled system of equations.Įquation has 3 Dimensions, unsteady (depending on time), Pressure gradient terms and Viscous flow. 3 velocity components, the pressure, the viscous stress and the energy. The full NS equation in 3D has not been solved analytically yet, and therefore numerical methods are adopted to solve them.įrom the dimension of the W, F,G, Q vector one can easily figure out that there are 5 equations. Where μμ is the dynamic viscosity and I assume that the reader knows, what a Kroneker-Delta operator is. Where q is the heat flux, g is the acceleration due to gravity, qhqh is the heat The G and the Q can be written as follows. The W and the F can be expressed as follows. Here, I assume that the reader knows the Einstein’s convention. Meanwhile, W is the vector of conservation variables, F is the Euler flux vector, G represents the viscous flux vector, Q the source vector, j represents the coordinate axis which will vary from 1 to 3. It looks pretty simple, but as one will dig in, they will notice why it is the hardest one. This is the full Navier-Stokes equation in conservative form. Which shows that simplicity of integrals is relative.The Navier-Stokes equation, for me is the hardest of all. This is problem C2.1 from the book I mentioned, but the book offers a very long and complicated solution. Today I find that an integral problem can be easily evaluated by using simple techniques like my answer to evaluate ![]()
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