--%>

Explain Schroedingers cat

Schroedinger's cat (E. Schroedinger; 1935): A thought experiment designed to exemplify the counterintuitive and strange ideas of reality that come all along with the quantum mechanics.

A cat is sealed within a closed box; the cat has plenty air, food, and water to stay alive in an extended period. This box is designed in such a way that no information (that is, sight, sound, and so on) can pass into or out of the box -- the cat is completely cut off from your observations. Also within the box with the poor kitty (it seems that Schroedinger was not too fond of felines) is a phial of a gaseous poison, and an automatic mallet to break it, flooding the box and murder the cat. The mallet is hooked up to a Geiger counter; this counter is observing a radioactive sample and is designed to trigger the mallet killing the cat -- must a radioactive decay be noticed. The sample is selected so that after, say, 1 hr., there stands a 50-50 chance of a decay happening.

The question is what is the state of the cat after that 1 hr has gone? The intuitive reply is that the cat is either alive or dead; however you do not know which awaiting you look. However it is one of them. The quantum mechanics, on other hand, states that the wave-function explaining the cat is in a superposition of states: the cat is, however, 50% alive and 50% dead; it is both. Not until one looks and "collapses the wave-function" is the Universe forced to prefer either a live cat or a dead cat and not somewhat in between.

This point out that observation also appears to be a significant portion of the scientific procedure quite a departure from the extremely objective, deterministic way things employed to be with Newton.

   Related Questions in Physics

  • Q : Explain Ohms law Ohm's law (G. Ohm;

    Ohm's law (G. Ohm; 1827): The ratio of the potential difference among the ends of a conductor to the current flowing via it is constant; the constant of proportionality is termed as the resistance, and is distinct for different materials.

  • Q : Black-hole dynamic laws or laws of

    Explain  laws of black-hole dynamics or First law of black hole dynamics and Second law of black hole dynamics? 

    Q : Explain Tachyon paradox Tachyon

    Tachyon paradox: The argument explaining that tachyons (should they subsist, of course) can’t carry an electric charge. For an imaginary-massed particle travelling faster than c, less energy the tachyon has, the faster it travels, till at zero e

  • Q : What is Super fluidity Super fluidity :

    Super fluidity: The phenomenon by which, at adequately low temperatures, a fluid can flow with zero (0) viscosity. These causes are related with the superconductivity.

  • Q : Problem on magnetically coupled pair

    When one coil of a magnetically coupled pair has a current of 5.0A, the resulting fluxes Φ11 and Φ21 are 0.2mWb and 0.4mWb, respectively.  If the turns are N1 = 500 and N2 = 1500, find L1, L2, M and the coeffici

  • Q : Magnetism what's the unit of Curie

    what's the unit of Curie constant and how to calculate Bohr magneton from the plot of 1/Khi vs Temperature(K)?

  • Q : Define Hall Effect Hall Effect:

    Hall Effect: Whenever charged particles flow via a tube that has both an electric field and a magnetic field (that is perpendicular to the electric field) present in it, only assured velocities of the charged particles are favored, and will make it un

  • Q : What is Farad or SI unit of capacitance

    What is Farad or SI unit of capacitance? Farad: F (after M. Faraday, 1791-1867): The derived SI unit of the capacitance stated as the capacitance in a capacitor that, when charged to 1 C, contains

  • Q : Explain Stefan-Boltzmann law

    Stefan-Boltzmann law (Stefan, L. Boltzmann): The radiated power P (that is the rate of emission of electromagnetic energy) of a hot body is proportional to the radiating surface area, A, and the 4th power of the thermodynamic temperature, T. The const

  • Q : Explain Poisson equation and Poisson

    Explain Poisson equation and Poisson spot: Poisson equation (S.D. Poisson): The differential form of Gauss' law, that is, div E = rho, Pois