Explanation:
-
Qubit Initialization: We start by defining two qubit objects,
qubit1
andqubit2
, with theirstate
properties set toundefined
to represent an unmeasured (superposition) state. -
Entanglement Simulation: The function
measureQubits
simulates the measurement of these qubits. It randomly generates an outcome (0
or1
) and assigns this value to both qubits simultaneously. This mimics the property of entangled qubits, where the state of one instantly influences the state of the other upon measurement. -
Measurement: When
entangledSystem.measure()
is called, it executes themeasureQubits
function, and you'll observe that both qubits always have the same state after measurement. - Output: The console will display the measured states of both qubits, demonstrating that they are always identical due to entanglement.
Note: This is a simplified simulation intended to represent the concept of quantum entanglement in a programmatic way. Real quantum entanglement involves complex phenomena that cannot be fully captured in classical code without specialized quantum computing libraries.
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