braket.ir.ahs.driving_field module
- class braket.ir.ahs.driving_field.DrivingField(*, amplitude: PhysicalField, phase: PhysicalField, detuning: PhysicalField)[source]
Bases:
BaseModelSpecifies the driving field, defined by the formula
\[H_{drive} (t) := \frac{\Omega(t)}{2} e^{i \phi(t)} \left( \sum_k |g_k \rangle \langle r_k| + |r_k \rangle \langle g_k| \right) - \Delta(t) \sum_k{| r_k \rangle \langle r_k |}\]where
\(\Omega(t)\) is the global Rabi frequency in rad/s,
\(\phi(t)\) is the global phase in rad/s,
\(\Delta(t)\) is the global detuning in rad/s,
\(|g_k \rangle\) is the ground state of atom k,
\(|r_k \rangle\) is the Rydberg state of atom k.
with the sum \(\sum_k\) taken over all target atoms.
- amplitude
PhysicalField(pattern=“uniform”)
- phase
PhysicalField(pattern=“uniform”)
- detuning
PhysicalField(pattern=“uniform”)
Create a new model by parsing and validating input data from keyword arguments.
Raises ValidationError if the input data cannot be parsed to form a valid model.
- amplitude: PhysicalField
- phase: PhysicalField
- detuning: PhysicalField