Pages that link to "Item:Q744497"

The following pages link to The Leontovich-Fock parabolic equation method in problems of short-wave diffraction by prolate bodies (Q744497):

Displaying 8 items.

• Merging of asymptotics in the illuminated part of the Fock domain (Q292294) (← links)
• Generalization of the parabolic equation for EM waves in a dielectric layer of nonuniform thickness (Q1319649) (← links)
• On short-wave diffraction by an elongated body. Numerical experiments (Q1687958) (← links)
• On short-wave diffraction by a strongly elongated body of revolution (Q1687963) (← links)
• Boundary integral equation and the problem of diffraction by a curved surface for the parabolic equation of diffraction theory (Q1687965) (← links)
• On the parabolic equation method for the problem of diffraction by strongly elongated spheroid (Q1746280) (← links)
• Diffraction by an elongated body of revolution. A boundary integral equation based on the parabolic equation (Q2191929) (← links)
• Leontovich-Fock parabolic equation method in the Neumann diffraction problem on a prolate body of revolution (Q2314351) (← links)