two-level dubroutine - traduction vers arabe
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two-level dubroutine - traduction vers arabe

QUANTUM SYSTEM THAT CAN EXIST IN ANY QUANTUM SUPERPOSITION OF TWO INDEPENDENT (PHYSICALLY DISTINGUISHABLE) QUANTUM STATES; QUANTUM SYSTEMS WITH TWO POSSIBLE STATES
Two-level quantum mechanical system; Two-level system; Two state system; Two-state system; Two level system
  • An electrically neutral silver atoms beam through [[Stern–Gerlach experiment]]'s inhomogeneous magnetic field splits into two, each of which corresponds to one possible spin value of the outermost electron of the silver atom.

two-level dubroutine      
برنامج فرعى ذو مستويين
برنامج فرعى ذو مستويين      

two-level dubroutine

spirit level         
  • Machinists precision level
  • Carpenter's bulls-eye level
  • Measuring elevation with a line level. Historical archaeology at the old Champoeg townsite, Champoeg, Oregon (USA) 1973 (2149089991)
  • bull's eye spirit level]] mounted in a camera tripod
  • Torpedo level
  • Modern automatic level in use on a construction site
INSTRUMENT WITH A SEALED TUBE OF LIQUID, DESIGNED TO INDICATE WHETHER A SURFACE IS HORIZONTAL (LEVEL) OR VERTICAL (PLUMB)
Waterlevel; Spirit-level; Bubble level; Torpedo level; Tube level; Level (tool); Spirit Level; Carpenter's level
مِيزَانُ المَاء

Définition

spirit level
¦ noun a device consisting of a sealed glass tube partially filled with alcohol or other liquid, containing an air bubble whose position reveals whether a surface is perfectly level.

Wikipédia

Two-state quantum system

In quantum mechanics, a two-state system (also known as a two-level system) is a quantum system that can exist in any quantum superposition of two independent (physically distinguishable) quantum states. The Hilbert space describing such a system is two-dimensional. Therefore, a complete basis spanning the space will consist of two independent states. Any two-state system can also be seen as a qubit.

Two-state systems are the simplest quantum systems that are of interest, since the dynamics of a one-state system is trivial (as there are no other states the system can exist in). The mathematical framework required for the analysis of two-state systems is that of linear differential equations and linear algebra of two-dimensional spaces. As a result, the dynamics of a two-state system can be solved analytically without any approximation. The generic behavior of the system is that the wavefunction's amplitude oscillates between the two states.

A very well known example of a two-state system is the spin of a spin-1/2 particle such as an electron, whose spin can have values +ħ/2 or −ħ/2, where ħ is the reduced Planck constant.

The two-state system cannot be used as a description of absorption or decay, because such processes require coupling to a continuum. Such processes would involve exponential decay of the amplitudes, but the solutions of the two-state system are oscillatory.