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Li-Ping Zhang 《中国物理 B》2022,31(3):30503-030503
This paper studies a new class of two-dimensional rational maps exhibiting self-excited and hidden attractors. The mathematical model of these maps is firstly formulated by introducing a rational term. The analysis of existence and stability of the fixed points in these maps suggests that there are four types of fixed points, i.e., no fixed point, one single fixed point, two fixed points and a line of fixed points. To investigate the complex dynamics of these rational maps with different types of fixed points, numerical analysis tools, such as time histories, phase portraits, basins of attraction, Lyapunov exponent spectrum, Lyapunov (Kaplan—Yorke) dimension and bifurcation diagrams, are employed. Our extensive numerical simulations identify both self-excited and hidden attractors, which were rarely reported in the literature. Therefore, the multi-stability of these maps, especially the hidden one, is further explored in the present work. 相似文献
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陕北地区黄土节理对公路边坡稳定性的影响 总被引:1,自引:0,他引:1
黄土节理主要分为原生节理、构造节理、风化节理和卸荷节理。陕北地区主要发育原生节理和构造节理,原生节理多分布在马兰黄土中,较密集,延伸长;构造节理多分布在离石黄土中,方向性强,区域性强。节理对边坡稳定性的影响因产状不同而不同。与边坡走向一致的顺坡斜节理对边坡稳定性影响较大,垂直节理影响较小;走向与边坡走向垂直和斜交的节理对边坡稳定性影响较小。多组节理在平面内可组成层面棋盘格式和“X”格式;在空间内可组成板状结构体、楔椎状结构体和柱状结构体。不同形状的结构体对边坡产生不同影响。最后,针对对边坡稳定性影响最大的斜节理,讨论了沿构造(斜)节理面产生边坡土体滑落的可能性的核算方法。 相似文献