| Topic: |
Science > Physics |
| User: |
"Douglas Eagleson" |
| Date: |
09 Feb 2006 10:29:43 AM |
| Object: |
My Quantum Dot Computer Simulator |
A set of quantum dots with two states are interconnected using shift
registers.
xshift reg.xshift reg.x shift regxshift reg.
x-quantum dot
the left dot connects to the right most shift register bit.
And it always shifts left.
An initial state of the dots is set independent of the shift register
initial state.
And the question becomes, how to simulate the dot computer? How are
the states related into the basic reference of the memory and an
applied operation?
A real dot computer has no interconnecting wires and uses atomic scale
connections to eliminate the constant of state change implied by the
shift register number. The shift register connects to commercial single
dot memory interfaces.
So to operate the dot, a shift occurs telling the display the current
state of the system. And the applied number of shifts to effect the
state change appears the reason for the registers existence. A real
quantum computer must shift one for one or be faulty, though. And the
simulation of the faulty connection dot computer is effected because of
the desire to use real dots.
I could have used chip memory to simulate. A shift register alters as
the bit moved to the new memory location. And the circle of moving
bits causes the basic operation of
?????????????
to be displayed. An effect of the independent state as opposed to the
dependent left bit being recyled to the first bit location.
And so the basic question is still asked. How to interpret this basic
computer so I can claim it a legitimate simulation.
Thanks
Douglas Eagleson
Gaitherburg, MD USA
.
|
|
|
Related Articles |
|
|
