  Panic-induced herding in individuals often leads to social disasters,
resulting in people being trapped and trampled in crowd stampedes triggered by
panic. We introduce a novel approach that offers fresh insights into studying
the phenomenon of asymmetrical panic-induced escape. Our approach is based on
the concept of Spontaneous Symmetry Breaking (SSB), a fundamental governing
mechanism in the Physical Sciences. By applying the principles of SSB, we
elucidate how asymmetrical panic-induced herding in individuals occurs. We
highlight that understanding panic escape and preventing catastrophic
situations can be achieved through two crucial parameters: "population density"
control and "communication (or information transfer)" among individuals in a
crowd. The interplay of these two parameters is responsible for either breaking
or restoring the symmetry of a system. We describe how these parameters are set
by design conditions as well as crowd control. Based on these parameters, we
discuss strategies for preventing potential social disasters caused by
asymmetrical panic escape.
