Pressure is a physical quantity that measures the force per unit area. Because it relates two vectors by a scalar product
, it is a scalar (a number!), Defined as: Monday, October 12, 2009
Milena Velba Airport Movie
free Stone Blaise
\\ [P = \\ frac {d {\\ bf {F}} } {dA} \\ cdot {\\ bf n}. \\] 
Where $ $ {\\ bf n} $ $ is versor This complicated expression is greatly simplified when force is normal to the surface: if on a flat surface area $ $ $ $ A uniform force acting F $ $ $ $ perpendicular to the surface, the expression for the pressure $ $ P $ $ is: , Pa, which corresponds to 1 newton per square meter: \\ [[P] = \\ mathrm {P} \\ equiv \\ frac {\\ mathrm {N}} {\\ mathrm {m} ^ 2}, \\] and was named after Blaise Pascal, French mathematician, physicist seventeenth century.
And now, a study to determine concepts: The draw will start counting touched Einstein . The idea, of course, was that he counted to 100, while all were hidden and then dedicate them down.
Einstein Beginning your account they all ran in different directions looking for a hideout.
Einstein finished his account: ....... 97, 98, 99, 100. He opened his eyes, turned around, and found Newton standing right in front of him.
Then Einstein said (as usual):
- "Stone Free to Newton "
, Stone free to Newton! "
, Stone free to Newton! "
- No, no, I have to disagree: I was not found, because I am not Newton.
Before the stunned Albert, who looked seriously Isaac, all the rest of the scientists went one by one from their hiding places, between intrigued and surprised to finally hear an explanation of Newton with which forced to match.
Newton said
- As see, I'm standing in an area of \u200b\u200b1 square meter, therefore, I am a Newton per square meter, in short .... I am Pascal.
"
Our thanks go to
Analía
for this wonderful piece of humor;)
for this wonderful piece of humor;)
Friday, September 11, 2009
Kates Playground Bottomless
Internal Energy Physics
Somehow, the heat is energy in motion. One most spectacular conversion of energy that is possible to imagine the collision of a large rock fragment on a planet. Assuming that the body is approaching from far away, and if large enough, the body will impact at a speed close the speed of the planet (the Earth, ~ 11 km / s). The energy is released mostly as heat and kinetic energy of the fragments resulting from the collision. This video shows quite dramatically what would happen if a piece of planetary dimensions collide with our planet.
Somehow, the heat is energy in motion. One most spectacular conversion of energy that is possible to imagine the collision of a large rock fragment on a planet. Assuming that the body is approaching from far away, and if large enough, the body will impact at a speed close the speed of the planet (the Earth, ~ 11 km / s). The energy is released mostly as heat and kinetic energy of the fragments resulting from the collision. This video shows quite dramatically what would happen if a piece of planetary dimensions collide with our planet.
Subscribe to:
Posts (Atom)