Latex test

Page for tests

  1. wayne says:

    Muchas gracias Tim! Much needed.

    I think the parser might not like the \left [ and the \right ] in the script. Will look for some more explanation as to what is legal and what is not. WP was scanty on their latex page. Both of those were fine on some of the latex editors on line:

    Latex editor

  2. tchannon says:

    Never know, might help with part of a tootorial for the Talkshop help pages.

  3. wayne says:

    Okay, does this make it happy?

    \Phi _{T_s}\approx\left (\frac{\mu-1}{2^\mu+1} (OLR+\frac{column\;mass}{2^\mu \sqrt{2^\mu}-\frac{1}{2} }) \right )^\frac{1}{\mu}\approx \sqrt[4]{\frac{3}{17} (I+\frac{m}{64} ) }

    [moderator adds a graphic file of what the html looks like ]

  4. wayne says:

    OK… super, super… much better. Thanks Tim. It was the square brackets.

    Once that equation not only matched Earth and Venus’s surface temperature from OLR but also matched (~) the temperature of the Earth’s core (7530 K) from the surface irradiance of ~390 and ‘mass of Earth / area of Earth’ this needs to be taken a bit more seriously — mass and radiation power , radiation power and mass, as core units kg/s³ and kg/s³ in both cases. Now it is approaching the way I tend to look at physics, beautiful simple symmetry, that is if you can get rid of the human influence of such complexity.

    Why has this never been raised by anyone?

  5. wayne says:

    Seems to narrow down to something more like this. Will WordPress parse it? TB & Tim, I will write a top-post on this if I can just carry this relationship one more step and into reality. Still don’t understand why it exists, so… will still currently call it a simple coincidence but a doozy! :roll:

    T=\sqrt[4]{\frac{\sqrt[1/3]{\sigma}\cdot 4\cdot m+I}{\sigma}}

  6. wayne says:

    Comma terms?

    T=\sqrt[4]{\varsigma\cdot m+\frac{I}{\sigma}}\,,\;\;\varsigma=4\sigma^\frac{-2}{3}

Leave a Reply

Fill in your details below or click an icon to log in: Logo

You are commenting using your account. Log Out / Change )

Twitter picture

You are commenting using your Twitter account. Log Out / Change )

Facebook photo

You are commenting using your Facebook account. Log Out / Change )

Google+ photo

You are commenting using your Google+ account. Log Out / Change )

Connecting to %s