WATER DROPS
IN THE SPACE
The shape
is sphere. Why?
The shape
is sphere because it minimizes the surface, maintaining the volume.
Imaging you
drink 50cm3 of water.
Sphere?
50cm3=4/3*pi*r^3->r
=root_cub(50*3/4/pi)= (50*3/4/pi)^(1/3)=2.285cm
->
Surface=4 pi r^2= 4*pi*2.29^2=65.63cm2
Why not
cube?
50=l^3->l= root_cub(50)= (50)^(1/3)= 3.684cm
->Surface=6*l^2=
6*3.68^2=81.433cm2
Why not
thetrahedron?
(searched in Internet) Vol= root(2)/12*a^3=0.1179*a^3.
So a (corner)= (424.10)^(1/3)= 7.51cm. So
->Surface=4*
root(3)/4*a^2= root(3)*a^2. So Surface= 3^0.5*7.51^2=97.69cm2
You check that
65.63cm2 of the sphere is smaller than anyone!!
|
COMPUTADORES
¿Sabías por qué los ordenadores utilizan el código binario
para guardar, operar y transferir la información 0101010101110?
La respuesta es muy sencilla. En binario se pueden sumar,
restar, multiplicar y dividir números fácilmente. En binario se puede guardar
la información muy fácilmente (ver código ASCII para pasar de binario a un
número
https://es.wikipedia.org/wiki/ASCII).
Es más fácil guardar la información en dos estados que en 10
(sistema decimal). Piensa en vaso lleno, vaso vacío, condensador cargado,
condensador descargado. Por último, es muy fácil transmitir el binario con
pulsos por fibras ópticas, cables de cobre o radioenlaces.
What is it about Bees and Hexagons?
Solved! A bee-buzzing,
honey-licking 2,000-year-old mystery that begins here, with this beehive. Look
at the honeycomb in the photo and ask yourself: (I know you've been wondering
this all your life, but have been too shy to ask out loud ...) Why is every cell in this honeycomb a hexagon?
The hexagons fit
perfectly and do not produce loses of space.
The hexagons are the shape
that make the minimum distance between bees, which implies saving of energy
(honey is their fuel…)
Humans have taken the
hexagons of the bees and translated them to the position of the distribution of
the mobile stations. More efficient communications are thanks to this idea!
https://www.npr.org/sections/krulwich/2013/05/13/183704091/what-is-it-about-bees-and-hexagons
Este comentario ha sido eliminado por el autor.
ResponderEliminar