Pages that link to "Item:Q376381"
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The following pages link to On the vibrations described by the telegraph equation in the case of a system consisting of several parts of different densities and elasticities (Q376381):
Displaying 10 items.
- Oscillations of the process described by the telegraph equation for a system consisting of two segments with different densities and elasticities (Q416932) (← links)
- Mixed problems for the equation of longitudinal vibrations of a heterogeneous rod and for the equation of transverse vibrations of a heterogeneous string consisting of two segments with different densities and elasticities (Q416947) (← links)
- On boundary control problems for the Klein-Gordon-Fock equation with an integrable coefficient (Q498264) (← links)
- Mixed problems for the telegraph equation in the case of a system consisting of two segments with different densities and elasticities but equal impedances: one-sided control (Q542313) (← links)
- Mixed problems for the telegraph equation in the case of a system consisting of two segments with different densities and elasticities but equal impedances (Q542322) (← links)
- D'Alembert-type formula for vibrations of an infinite rod consisting of two segments with different densities described by the telegraph equation (Q600735) (← links)
- Solution of mixed problems with boundary elastic-force control for the telegraph equation (Q641999) (← links)
- The conjugation problem for some nonclassical high-order differential equations (Q891701) (← links)
- (Q4999707) (← links)
- BOUNDARY VALUE PROBLEMS FOR COMPOSITE TYPE EQUATIONS WITH A QUASIPARABOLIC OPERATOR IN THE LEADING PART HAVING THE VARIABLE DIRECTION OF EVOLUTION AND DISCONTINUOUS COEFFICIENTS (Q5204923) (← links)
