Self-care of Frontline Health Care Workers: During COVID-19 Pandemic.

The world is amidst the COVID-19 pandemic that has used social distancing as a tool for containing the virus from spreading exponentially among other individuals. Previous literature suggests that human contact and attachment is a key for well-being which is why punishments like solitary confinement in detention centers like jail has always been debated as being torturous (Wolfendal 2020). With this notion, anxiety and stress may become more prevalent in individuals who experience self-isolation or are under a forced lockdown. For health-care workers like doctors and psychologists, who advocate for physical health, mental health and wellbeing; the challenges might increase during the pandemic phase as they are expected to go through the crises just like others while simultaneously contributing in rendering services related to dealing with physical and psychological health issues present in patients and clients with their continued practice from either on-site or online platforms. Although all health care professional's training inoculates the ill effects of compassion fatigue by other's overwhelming situations and discussions but they might still be prone to vicarious burnout, trauma and stress. Hence, they may become exposed to being at risk of experiencing anxiety more than the general population. This review discusses facets of the importance of self-care as mental health first aid tool for health care professionals including doctors and psychologists using research and supportive techniques to help them process stress and anxiety during and after the global pandemic.

Generalized Magnetic Field Effects in Burgers' Nanofluid Model.

Analysis has been conducted to present the generalized magnetic field effects on the flow of a Burgers' nanofluid over an inclined wall. Mathematical modelling for hydro-magnetics reveals that the term "[Formula: see text]" is for the Newtonian model whereas the generalized magnetic field term (as mentioned in Eq 4) is for the Burgers' model which is incorporated in the current analysis to get the real insight of the problem for hydro-magnetics. Brownian motion and thermophoresis phenomenon are presented to analyze the nanofluidics for the non-Newtonian fluid. Mathematical analysis is completed in the presence of non-uniform heat generation/absorption. The constructed set of partial differential system is converted into coupled nonlinear ordinary differential system by employing the suitable transformations. Homotopy approach is employed to construct the analytical solutions which are shown graphically for sundr5y parameters including Deborah numbers, magnetic field, thermophoresis, Brownian motion and non-uniform heat generation/absorption. A comparative study is also presented showing the comparison of present results with an already published data.