Elastic wave equations are rewritten as Schrödinger-type systems and simulated on quantum hardware in principle, with gate-complexity bounds showing exponential advantage in dimension under periodic boundaries.
Linear combination of hamiltonian simulation for non-unitary dynamics with optimal state preparation cost
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Quantum simulation of elastic wave equations via Schr\"odingerisation
Elastic wave equations are rewritten as Schrödinger-type systems and simulated on quantum hardware in principle, with gate-complexity bounds showing exponential advantage in dimension under periodic boundaries.