Blowup time and blowup rate for a pseudo-parabolic equation with singular potential

TL;DR

This paper investigates the blowup time and rate for solutions to a pseudo-parabolic equation with singular potential, providing bounds and growth estimates that extend existing research in the field.

Contribution

It establishes new upper and lower bounds for blowup time and rate, along with exponential growth estimates, enhancing understanding of blowup behavior in such equations.

Findings

Bounds for blowup time and rate derived

Exponential growth estimates established

Results extend previous literature on pseudo-parabolic equations

Abstract

This paper provides the upper and lower bounds of blowup time and blowup rate as well as the exponential growth estimate of blowup solutions for a pseudo-parabolic equation with singular potential. These results complement the ones obtained in the previous literature.