陣發混沌 的英文怎麼說
中文拼音 [zhènfāhúndùn]
陣發混沌
英文
intermittency chaos-
In discontinuous maps, in general a periodic orbit, after losing its stability via a type v intermittency, can transmit to chaos only after a sequence of higher period orbits
在這類由不連續映象描述的系統中，一般一個周期軌道經由v型陣發失穩之後必須經過一系列過渡高周期軌道才能過渡到混沌運動。This seems to be a common feature of the chaotic attractors those appear after the prelude phase - locking staircase in the system
這很可能是這個系統中v型陣發前奏鎖相階梯后的混沌吸引子的共同特徵。Our numerical investigation also indicates that the chaotic attractor appeared after the prelude phase - locking staircase was end - result of the set of the images of the discontinuous border of the system function
我們的數值結果還說明在v型陣發前奏鎖相階梯之後出現的混沌吸引子就是映象函數的不連續邊界的象集的歸宿。Because of the difficulty to calculate the wave function and transitive matrix element in high excited state, chaotic character of wave function is known a little. now many pay attention to the scar of wave function ; ( 3 ) the time evolutionary character of nonstationary state eigenfuction
由於計算高激發態波函數以及躍遷矩陣元的困難，人們對經典混沌給波函數帶來的特徵的研究工作還很少，目前研究最多的是關于波函數的疤痕。Third, controlling chaos in the chaotic n - scroll chua ' s circuit is studied. the approach taken is to use feedback of a single state variable in a simple pd ( proportional and differential ) format. first, the unstable fixed points in the n - scroll chua ' s circuit are classified into two different types according to the characteristics of the eigenvalues of the linearized system matrix at the fixed points
第三，研究了多渦卷chua電路中不動點處jacobian矩陣特徵根的性質，並據此將不動點分成兩類，應用變量的比例微分反饋法分別對這兩類不動點的可控性進行了研究，研究發現該法只能實現第一類不動點及其相應子空間的混沌控制，而不能完成第二類不動點的混沌控制，並給出了數值模擬結果，理論分析和數值模擬證實了該方法的有效性。It is discovered in the rlc circuit model that type v intermittency becomes the main route of the transition from periodic motion to chaos. this type of intermittency can happen only in piecewise - smooth dissipative systems
在帶模擬開關的rlc電路模型中發現v型陣發成為主要的從周期運動向混沌運動過渡的形式，這種陣發類型只能在分段光滑耗散系統中發生。分享友人