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首页> 外文期刊>Icarus: International Journal of Solar System Studies >Aggregates in the strength and gravity regime: Particles sizes in Saturn's rings
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Aggregates in the strength and gravity regime: Particles sizes in Saturn's rings

机译:强度和重力状态下的聚集体:土星环中的颗粒尺寸

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摘要

Particles in Saturn's main rings range in size from dust to kilometer-sized objects. Their size distribution is thought to be a result of competing accretion and fragmentation processes. While growth is naturally limited in tidal environments, frequent collisions among these objects may contribute to both accretion and fragmentation. As ring particles are primarily made of water ice attractive surface forces like adhesion could significantly influence these processes, finally determining the resulting size distribution. Here, we derive analytic expressions for the specific self-energy Q and related specific break-up energy Q {black star} of aggregates. These expressions can be used for any aggregate type composed of monomeric constituents. We compare these expressions to numerical experiments where we create aggregates of various types including: regular packings like the face-centered cubic (fcc), Ballistic Particle Cluster Aggregates (BPCA), and modified BPCAs including e.g. different constituent size distributions. We show that accounting for attractive surface forces such as adhesion a simple approach is able to: (a) generally account for the size dependence of the specific break-up energy for fragmentation to occur reported in the literature, namely the division into "strength" and "gravity" regimes and (b) estimate the maximum aggregate size in a collisional ensemble to be on the order of a few tens of meters, consistent with the maximum particle size observed in Saturn's rings of about 10m.
机译:土星主环中的颗粒大小从灰尘到千米大小的物体不等。它们的大小分布被认为是竞争性积聚和破碎过程的结果。尽管在潮汐环境中自然会限制其生长,但是这些物体之间频繁的碰撞可能会导致吸积和破碎。由于环形粒子主要由水冰制成,因此像粘附力之类的有吸引力的表面力会显着影响这些过程,最终确定最终的尺寸分布。在这里,我们导出了聚集体的特定自能Q和相关的特定分解能Q {black star}的解析表达式。这些表达式可用于由单体成分组成的任何聚合类型。我们将这些表达式与数值实验进行比较,在数值实验中我们创建了各种类型的集合体,包括:规则堆积(如面心立方(fcc),弹道粒子簇集合体(BPCA)和改进的BPCA包括例如不同的成分大小分布。我们表明,考虑到有吸引力的表面力(例如粘附力),一种简单的方法能够:(a)通常考虑文献中报道的发生碎裂的特定破碎能的尺寸依赖性,即划分为“强度” (b)估计碰撞集合体中的最大集合体大小约为几十米,这与在土星环中观察到的最大颗粒大小约10m一致。

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