A compound on miscible fluid jet's magneto hydrodynamics (MHD) stability is discussed. For that model, which incorporates fluid inertia, capillary forces, and electromagnetic forces, a general eigenvalue relation is derived. Small axisymmetric disturbances are the only ones that cause the model to be capillary unstable, and the rest of the disturbances are stable. The attractive fields inside and outside to the gas-mantle fly have consistently a settling impact. The radii proportion of the concentric planes assumes a significant part in the (unsteadiness) security states and are (diminishing) expanding with expanding attractive field power as the outside span is a lot bigger than the inside range; under certain limitations of the radii proportion or more a specific worth of the attractive field the slim precariousness is overlooked and totally smothered and afterward dependability sets in. The last option result is checked logically and affirmed mathematically for the situation where the barrel shaped surface of the external stream is sited at endlessness.