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从基因表达水平探索了植物适应物理应力刺激时可能作出的反应机制。以铁皮石斛组培苗为实验材料,以特定的声波(声强100dB、频率1000Hz)刺激为应力源,检测比较了声波刺激对铁皮石斛过氧化物酶(POD)同工酶酶谱及各酶带百分含量的影响;通过设计引物扩增出铁皮石斛POD基因片段,以此为探针,利用Northern点杂交技术检测分析了声波刺激对铁皮石斛POD基因表达的影响。结果显示,声波刺激没有引起铁皮石斛产生新的酶带,但促进了其POD同工酶酶量的提高;声波刺激对铁皮石斛POD基因表达的影响与其同工酶酶谱及其总RNA量的变化基本一致。表明声波刺激对植物POD同工酶基因表达有激活作用,可能引起植物某些基因转录和表达水平的变化。  相似文献
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罗小华  涂正伟  刘希瑞  蔡昌  梁亦龙  龚璞 《中国物理 B》2010,19(7):70510-070510
This paper proposed a method of generating two attractors in a novel grid multi-scroll chaotic system.Based on a newly generated three-dimensional system,a two-attractor grid multi-scroll attractor system can be generated by adding two triangular waves and a sign function.Some basic dynamical properties,such as equilibrium points,bifurcations,and phase diagrams,were studied.Furthermore,the system was experimentally confirmed by an electronic circuit.The circuit simulation results and numerical simulation results verified the feasibility of this method.  相似文献
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This paper proposed a method of generating two attractors in a novel grid multi-scroll chaotic system. Based on a newly generated three-dimensional system, a two-attractor grid multi-scroll attractor system can be generated by adding two triangular waves and a sign function. Some basic dynamical properties, such as equilibrium points, bifurcations, and phase diagrams, were studied. Furthermore, the system was experimentally confirmed by an electronic circuit. The circuit simulation results and numerical simulation results verified the feasibility of this method.  相似文献
4.
Based on the three-dimensional Liu chaotic system, this paper appends a feedback variable to construct a novel hyperchaotic Liu system. Then,a control signal is further added to construct a novel nonautonomous hyperchaotic Liu system. Through adjusting the frequency of the control signal, the chaotic property of the system can be controlled to show some different dynamic behaviors such as periodic, quasi-periodic,chaotic and hyperchaotic dynamic behaviours. By numerical simulations, the Lyapunov exponent spectrums, bifurcation diagrams and phase diagrams of the two new systems are studied, respectively. Furthermore, the synchronizing circuits of the nonautonomous hyperchaotic Liu system are designed via the synchronization control method of single variable coupling feedback. Finally, the hardware circuits are implemented, and the corresponding waves of chaos are observed by an oscillograph.  相似文献
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