![]() ![]() They made use of quantum tunnelling to induce nuclear reactions in circumstances which classical physics deemed impossible. In 1954, the Nobel Prize for physics was awarded to Cockcroft and Walton for their initiation of nuclear physics twenty years previously. 1 Opening items 1.1 Module introduction 1.2 Fast track questions 1.3 Ready to study? 2 Reflection and transmission at a potential step when E > V 2.1 Classical description of the problem 2.2 The time–independent Schrödinger equation and its solutions 2.3 Relations imposed by the boundary conditions 2.4 The wavefunctions in each region and the physical interpretation 2.5 Defining particle flux in classical and quantum models 2.6 Reflection and transmission in the quantum model 3 Reflection and transmission at a potential step when E < V 3.1 Classical description of the problem 3.2 The Schrödinger equation and the solutions in each region 3.3 Relationships imposed by the boundary conditions 3.4 The wavefunctions in each region and the physical interpretation 3.5 Reflection and transmission in the quantum model 3.6 Summary of Sections 2 and 3 4 Reflection and transmission at a barrier when E < V 4.1 Classical description of the problem 4.2 The Schrödinger equatino and the solutions in each region 4.3 Relationships imposed by the boundary conditions 4.4 The wavefunctions in each region and the physical interpretation 4.5 Transmission in the quantum model 4.6 Examples of quantum tunnelling 4.7 Summary of Section 4 5 Closing items 5.1 Module summary 5.2 Achievements 5.3 Exit test
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