Dynamical Approach to Pair Production from Strong Fields (original) (raw)
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The kinetic-equation approach to particle production in strong, time-dependent external fields is revisited and three limiting cases are discussed for different field patterns: the Sauter pulse, a harmonic pulse with a Gaussian envelope, and a Poisson-distributed stochastic field. It is shown that for transient subcritical electric fields E ( t ) a finite residual particle number density n ( ∞ ) would be absent if the field-dependence of the dynamical phase in the Schwinger source term would be neglected. In this case the distribution function of created particles follows the law f ( t ) ∼ E 2 ( t ) . Two lessons for particle production in heavy-ion collisions are derived from this exercise. First: the shorter the (Sauter-type) pulse, the higher the residual density of produced particles. Second: although the Schwinger process in a string-type field produces a non-thermal particle spectrum, a Poissonian distribution of the (fluctuating) strings produces a thermal spectrum with an ap...
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The rate of creation of pairs of charged particles in a static and homogeneous external electric field was computed long ago [1—6]. This processhas been used extensively in color-flux-tube models to describe multiparticle production in hadronic collisions [6— 13). A strong color-electric field is assumed to beformed between receding hadronic sources, quarks or hadrons, and quarkantiquark and gluon pairs emerge in the presence of the field by tunneling.