Check out JPL's 'Visions of the Future' page. Download, print and post!
I personally like the style; most of them look like 60's Sci-Fi book cover. One below is probably my favorite (so far):
By the way, have you visited NASA's main page recently? You should!
Friday, February 12, 2016
Wednesday, February 10, 2016
Human Face of Big Data
It is a web site, a documentary, a book and an (iPad) app. Check it out; you will end up spending a significant chunk of your day.
Tuesday, February 2, 2016
Physics, Math and Pi
Tamar Friedmann and Carl R. Hagen, ar University of Rochester, recently published a manuscript titled 'looked at 'Quantum Mechanical Derivation of the Wallis Formula for π' .'
They have been looking at the variational computation of the spectrum of the hydrogen atom. They start with Schrödinger equation for the hydrogen atom, given by:
and arrive at the famous pre-Newtonian formula for pi, derived by John Wallis in 1655.
360 years after a mathematical derivation of pi, physicists come up with a physical derivation for quantum energy levels that is identical to it. The universe never fails to amaze.
Here are some related links:
They have been looking at the variational computation of the spectrum of the hydrogen atom. They start with Schrödinger equation for the hydrogen atom, given by:
H . ψ = ( - h2.∇2 / 2.m - e2 / r) . ψ = E . ψ
and arrive at the famous pre-Newtonian formula for pi, derived by John Wallis in 1655.
360 years after a mathematical derivation of pi, physicists come up with a physical derivation for quantum energy levels that is identical to it. The universe never fails to amaze.
Two pages from the book
"Arithmetica Infinitorum," by John Wallis. In the table on the left
page, the square that appears repeatedly denotes 4/pi, or the ratio of
the area of a square to the area of the circumscribed circle. Wallis
used the table to obtain the inequalities shown at the top of the page
on the right that led to his formula. Credit: Digitized by Google.
Here are some related links:
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