Credibility of numerical results for peristaltic mechanism of conductive nanofluid flowing through an asymmetric channel is evaluated sponsoring heat and mass transfer mechanism. The phenomenon of non-magnetic chemotactic microorganisms is employed to increase the stability of nanofluid. The fluid behavior is affected by wall slip and convective boundary conditions along with magnetic field. The impacts of Joule heating, viscous dissipation, thermal radiations, Brownian and thermophoresis motion are treated as well. The model is used as a computationally efficient design tool to obtain the system of nonlinear partial differential equations which is then fabricated by means of zero wave number and creeping Stokesian approach. Dimensionless governing model is solved numerically by Runge-Kutta 4 method and the outcomes are interpreted graphically. Moreover, tables and bar-charts are displayed for deep physical insight. Finite Considerable role of viscous dissipation in diffusion of momentum of the wall and entropy generation in system is observed. Moreover, Bi₁ and ${\omega }_1$ show dominant influence on Be while ${\eta }_1$ has no affect.

评估了流动通过非对称通道的导电纳米流体的蠕动机制的数值结果的可信度，以支持传热和传质机制。利用非磁性趋化微生物现象来增加纳米流体的稳定性。流体行为受壁滑移和对流边界条件以及磁场的影响。焦耳热、粘性耗散、热辐射、布朗运动和热泳运动的影响也得到处理。该模型用作计算效率高的设计工具，以获得非线性偏微分方程组，然后通过零波数和蠕变斯托克斯方法制造该系统。无量纲控制模型通过Runge-Kutta 4方法进行数值求解，并以图形方式解释结果。此外，还显示了表格和条形图，以获得深入的物理洞察力。观察到粘性耗散在壁面动量扩散和系统熵产生中的重要作用。而且，Bi ₁和${\omega }_1$对Be while显示显着影响${\eta }_1$ 没有影响。