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+# Floquet Hamiltonian with Time-Dependent Driving (8 qubits)
+
+## Physics
+
+This example models a driven 8-qubit system with time-periodic Hamiltonian:
+
+H(t) = ∑ᵢⱼ Jᵢⱼ σᶻᵢ σᶻⱼ + ∑ᵢ hᵢ(t) σᶻᵢ + Γ ∑ᵢ σˣᵢ
+
+Where:
+- Jᵢⱼ are nearest-neighbor ZZ couplings
+- hᵢ(t) = h₀ cos(ωt + φᵢ) are time-dependent local fields
+- Γ is the transverse field strength
+
+## Parameters
+
+- **n_qubits**: 8
+- **total_time**: 25.0 μs
+- **trotter_steps**: 10
+- **dt**: 2.5 μs
+- **J**: 0.1 GHz
+- **h₀**: 0.05 GHz
+- **ω**: 2π × 1 GHz
+- **Γ**: 0.02 GHz
+- **T1_min**: 50 μs
+- **T2_min**: 25 μs
+
+## Expected Results
+
+The system exhibits Floquet dynamics with quasi-energy bands. The time-averaged magnetization ⟨σᶻ⟩ should show oscillations at the drive frequency, with amplitude dependent on the ratio Γ/h₀.
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