Physics · Quantum Mechanics
हैमिल्टोनियन H वाले क्वांटम मैकेनिकल सिस्टम का तरंग फलन (wave function) ψ = c1f1 + c2f2 है, जहाँ c1, c2 स्थिरांक हैं और f1, f2 ऑर्थोनॉर्मल आधार फलन हैं। यदि H11 = H22 = 5 eV और H12 = H21 = 2 eV है, जहाँ Hij = ⟨fi|H|fj⟩ है, तो भिन्नता विधि (variation method) द्वारा प्राप्त प्रणाली की निम्नतम अवस्था ऊर्जा (ground state energy, eV में) क्या है?
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