Transistors are the building blocks of any electronic device.
These transistors work in two states – ON and OFF, where ON represents logical 1
and OFF represent logical 0. This is very conventional and a transistor can represent
either 1 or 0 at any given point of time.
Now, let us talk about the new paradigm of computing –
Qubits. For Quantum computers, the approach is little different. Based upon the
nature of quantum mechanics, a Qubit can represent both 0 and 1 simultaneously,
the state which scientists call superposition. Qubit is the basic building block
of quantum computers.
The state of superposition allows a quantum computer, two
calculations can be performed simultaneously. For ‘n’ qubits linked together, 2n
number of calculations can be performed simultaneously.
As team of scientists from the University of New South
Wales, Australia have been working on qubits for quantum computers. According
to their research, theoretically, a quantum computer with 300 qubits is capable
of performing as many calculations as the number of atoms in the visible universe
at any given point of time.
Along with qubits, there are five approaches for the
realization of quantum computers – Silicon spin qubits, Topological qubits, Ion
traps, Diamond vacancies and Superconducting loops.
Though there is rigorous research being carried on quantum
computing, the results are not yet up to the mark. The major challenged faced
by quantum computing using qubits is its vulnerability to noise and
temperature. Scientists are working on methods to reduce these vulnerabilities.
On the other hand, the number of qubits that can be accumulated per chip is
also challenging.
Andrew Dzurak is the director of the Australian National Fabrication
Facility at the University of New South Wales, Australia. Recently, he has
published a paper which puts up the work achieved by his team.
All of the components can be manufactured using a conventional silicon chip manufacturing plant using standard CMOS materials. This is the first that integrates everything on one chip. Basically, the error correction method would allow 1 million qubits to be contained on a chip that is the same size as a conventional microprocessor. - Andrew Dzurak
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