Quantum computing information Qubit / Qubits

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Quantum bit or Qubit is a unit of quantum information

It is the quantum analogue of the classical bit. It is described by a state vector in a 2-level quantum mechanical system, which is formally equivalent to a two-dimensional vector space over the complex numbers.

Quantum Computing


Physical representation  

Any two-level system can be used as a qubit

Multilevel systems can be used as well, if they possess two states that can be effectively decoupled from the rest (e.g., ground state and first excited state of a nonlinear oscillator).

There are various proposals. Several physical implementations which approximate two-level systems to various degrees were successfully realized.

Similarly to a classical bit where the state of a transistor in a processor, the magnetization of a surface in a hard disk and the presence of current in a cable can all be used to represent bits in the same computer, an eventual quantum computer is likely to use various combinations of qubits in its design.




super computing
Variations of the qubit

Similar to the qubit, a qurit is a unit of quantum information in a 3-level quantum system.
This is analogous to the unit of classical information trit. The term "qudit" is used to denote
a unit of quantum information in a d-level quantum system. A quiet qubit refers to a qubit
that can be efficiently decoupled from the environment.


A Quantum computer could be a billion times faster than a Pentium lll computer.

The dream of someday performing complicated algorithms more efficiently and faster using advanced quantum mechanical properties, is not yet a reality, but the teams of physicists are taking a step-by-step approach, finding success in small accomplishments in a qubit that lasts only a microsecond.

Previous qubits or artificial atoms were only able to maintain a quantum state for a mere nanosecond, so the  researchers were able to create a quantum bit that lasts a thousand times longer.

Each qubit is made up of a billion aluminum atoms, which performs like a single atom that can occupy two different energy states. A standard computer holds single bits of memory in a single state, with each bit only capable of storing either a one or a zero.

Scientists can use super qubits in a “superposition” of multiple states at the same time, which can store more information and powerful processing functions. The two mechanical qubits solve problems by communicating with one another through connecting wires, transmitting photons on a “quantum bus.”

Although, the two connected qubits can only process basic algorithms, researchers have great hopes to create and link up additional qubits in the future. Researchers also plan to develop qubits that can last longer than the current microsecond.

Qubit Operation

Two beam splitters, B1 and B2, are in one plane. The mirrors, M1 and M2, are opposite to each other.

There are two Photon Detectors - one on the top and the other on the right side.

A photon is incident from the left side.

Qubit Operation Example


RESOURCE LINKS         


                              

YALE

DR VACCARO

CODE PROJECT

ATOMIC QC

SCIENCEWISE



OVERVIEW

As the computer industry continues increasing the density of transistors on silicon chips a scale will be reached where quantum mechanical effects will introduce fundamental randomness into the chip's logic operations. This scale represents the ultimate limit for classical computing technology. These quantum effects whilst presenting a barrier, also provide a way forward.

Quantum computing attempts to control and exploit quantum effects not as a means to cram more bits into silicon, but to support a new kind of computation with qualitatively different algorithms based on quantum principles.

The potentially awesome power of quantum computing is due to the numerous parameters needed to define the state of a quantum system.

''By the year 2030 or sooner quantum computers will make our present computers seem stone age in comparison for processing and capabilities.'' - Site author 




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