We show that one-dimensional nonlocal flow models in PDE form with Lighthill-Whitham-Richards flux supplemented appropriate in- and out-flow terms can be spatially discretized a finite volume scheme to obtain formally kinetic physically meaningful reaction graph structure. This allows the utilization of theory chemical networks, as demonstrated here via stability analysis model circular topolog...

Due to the importance of wall shear stress effect and dust fluid in daily life problems. This paper aims discover influence on fluids fluctuating flow. The flow is considered between two parallel plates that are non-conducting. transformation heat, generated. We consider every particle having spherical uniformly disperse base fluid. perturb solution obtained by applying Poincare-Lighthill pertu...

In this paper, we describe a numerical technique for the solution of macroscopic traffic flow models on networks roads. On individual roads, consider standard Lighthill-Whitham-Richards model which is discretized using discontinuous Galerkin method along with suitable limiters. To solve flows networks, construct fluxes at junctions based preferences drivers. We prove basic properties constructe...

The accurate prediction of the aeroacoustic eld generated by aerospace vehicles or nonaerospace machinery is necessary for designers to control and reduce source noise. Powerful computational aeroacoustic methods, based on various acoustic analogies (primarily the Lighthill acoustic analogy) and Kirchho methods, have been developed for prediction of noise from complicated sources, such as rotat...

Swimmers in nature use body undulations to generate propulsive and manoeuvring forces. The anguilliform kinematics is driven by muscular actions all along the body, involving a complex temporal and spatial coordination of all the local actuations. Such swimming kinematics can be reproduced artificially, in a simpler way, by using the elasticity of the body passively. Here, we present experiment...