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Forum Tester
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Re: Forum Tester
This is & am talking & about
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Re: Forum Tester
- kadhadaskdjkadhadaskdjkadhadaskdjkadhadaskdj
[doc]src="http://www.scribd.com/embeds/27438612/content?start_page=1&view_mode=list&access_key=key-2ezi6trbyg08mivwsqdb"[doc]
[docis]documentId=110829214737-4e3a7b11d0e747048caf9e223bd33f1a[docis]
$\frac{1}{\rho }\frac{{{\text{d}}\rho }}{{{\text{d}}z}} + \frac{1}{w}\frac{{{\text{d}}w}}{{{\text{d}}z}} = - \frac{1}{A}\frac{{{\text{d}}A}}{{{\text{d}}z}},$
$z\frac{{{\rm d}^{2} w}}{{{\rm d}z^{2} }} + {\left({1 + 2b - Pr - z} \right)}\frac{{{\rm d}w}}{{{\rm d}z}} - (b - 2)w = 0$
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$\frac{1}{\rho }\frac{{{\text{d}}\rho }}{{{\text{d}}z}} + \frac{1}{w}\frac{{{\text{d}}w}}{{{\text{d}}z}} = - \frac{1}{A}\frac{{{\text{d}}A}}{{{\text{d}}z}},$
$z\frac{{{\rm d}^{2} w}}{{{\rm d}z^{2} }} + {\left({1 + 2b - Pr - z} \right)}\frac{{{\rm d}w}}{{{\rm d}z}} - (b - 2)w = 0$
$z\frac{{{\rm d}^{2} w}}{{{\rm d}z^{2} }} + {\left({1 + 2b - Pr - z} \right)}\frac{{{\rm d}w}}{{{\rm d}z}} - (b - 2)w = 0$
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No way No wayAdmin wrote:This thread primarily is intended for testing integrity & beta testing of new features......
$\Pi(0,0)=T_{\rm c}^{\,0}\;g^{2}(\alpha)\;\omega_{\rm c}^{-2\alpha}\sum_{n} \int\frac{d^{d}k}{( 2\pi )^{d}}\;\frac{1} {\big( \epsilon _{k}^{2}+\omega_{n}^{2}\big)^{1-\alpha}} $
Admin wrote:This thread primarily is intended for testing integrity & beta testing of new features......
$\begin{aligned} &\left[1+\frac{m\hbar}{2\mu}k_x^2\left(\frac{\Uptheta(\hbar^2k_x^2-2mE)}{\sqrt{\hbar^2k_x^2-2mE}}+\hbox{i}\frac {\Uptheta(2mE-\hbar^2k_x^2)}{\sqrt{2mE-\hbar^2k_x^2}} \right)\right]f(E,k_x,k_y^{\prime})\\ &=-\frac{m}{\mu}\frac{k_x^2}{ 2\pi } \frac{{\hbox{exp}}({\hbox{i}}k^{\prime}_yy_0)}{ k^{\prime2}_y+k_x^2-(2mE/\hbar^2)-\hbox{i} \epsilon }. \end{aligned} $
No way No way
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$\frac{{{d^3}}}{{d{x^3}}}\arctan x = 2\frac{{3{x^2} - 1}}{{{{(1 + {x^2})}^3}}}$
Last edited by Admin on Sat Sep 15, 2012 3:29 am; edited 1 time in total
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13543546343541346546
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54654513211111111111111
Last edited by Admin on Sat Feb 04, 2012 10:51 am; edited 7 times in total
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Admin wrote:54654513211111111111111
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Admin wrote:657468165677435
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Admin wrote:This thread primarily is intended for testing integrity & beta testing of new features......
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Re: Forum Tester
Horizontal Example:
Vertical Example:
Heading 1 | Heading 2 |
content | content |
content | content |
Heading 1 | content |
Heading 2 | content |
Heading 3 | content |
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