The response owing to inclined forces at an interface of a viscous fluid and a generalized thermoelastic micropolar honeycomb medium

The present investigation deals with the study of effect of change in angle of inclined forces at an interface of a viscous fluid/generalized thermoelastic micropolar honeycomb medium. The inclined load is assumed to be a linear combination of normal load and tangential load. The method of potential function, together with the application of integral transforms, has been applied to obtain the expressions of stresses and temperature distribution in the transformed domain. A particular type of boundary condition has been taken to illustrate the utility of the approach in three different cases, namely, time domain, frequency domain, and steady state, with the appropriate change of variables. A numerical inversion technique to invert the integral transforms is used on the transformed solution. The effect of micropolarity and change in angle of inclination is shown graphically owing to the response of different forces. Some particular cases of interest are also discussed.