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Effective Jump Length of Coupled Continuous Time Random Walk

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【作者】 刘剑; 包景东;

【Author】 LIU Jian;BAO Jing-Dong;Department of Physics,Beijing Normal University;

【机构】 Department of Physics,Beijing Normal University;

【摘要】 The concept effective jump length is proposed.Due to the joint probability density function of jump length and waiting time,it is complicated to distinguish the diffusion types.However,we calculate the probability density function of effective jump length for the coupled continuous time random walk model we proposed previously.The mean square displacements deduced are coincident with the known results.More importantly,we find that the anomalous diffusion induced by the coupled model is equivalent to the competition between long jump length and long waiting time.

【Abstract】 The concept effective jump length is proposed.Due to the joint probability density function of jump length and waiting time,it is complicated to distinguish the diffusion types.However,we calculate the probability density function of effective jump length for the coupled continuous time random walk model we proposed previously.The mean square displacements deduced are coincident with the known results.More importantly,we find that the anomalous diffusion induced by the coupled model is equivalent to the competition between long jump length and long waiting time.

【基金】 Supported by the National Natural Science Foundation of China under Grant No 11175021
  • 【文献出处】 Chinese Physics Letters ,中国物理快报(英文版) , 编辑部邮箱 ,2013年02期
  • 【分类号】O211.6
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