gibbs

gibbs的音标是["dʒɪbst] ，基本翻译是吉布斯。速记技巧可以用字母代替，例如G可以记成英语字母中的“狗”的拼音首字母，以此类推，帮助记忆。

Gibbs是一个英语单词，它的词源可以追溯到古英语中的“gibban”或“gibbanse”，意为“跳跃”或“跳动”。这个词源可能来源于古日耳曼语中的“gibban”或“gibbanan”，意为“跳跃”或“跳动”。

Gibbs的变化形式包括复数形式“Gibbs”和过去式形式“Gibbed”以及过去分词形式“Gibbed”。

相关单词包括：jump, skip, bounce, skipper, leap, bound, bobbing, skip-skip, jump-start。这些单词都与Gibbs有着密切的联系，它们都表示跳跃、弹跳、蹦跳等动作。其中，jump和leap是常见的表示跳跃的单词，bounce和bound则更多地用于描述物体在受到撞击或冲击时的弹跳，而skip和bobbing则更多地用于描述轻盈的跳跃或弹跳。此外，jump-start则是一个合成词，表示通过外部力量使机器或其他设备启动，从而加速其启动过程。

总之，Gibbs作为英语中的一个单词，其变化形式和相关单词都与跳跃、弹跳等动作有关，这些单词在英语中有着广泛的应用。

Gibbs常用短语：

1. Gibbs采样算法

2. Gibbs phenomenon

3. Gibbs distribution

4. Gibbs phenomenon in differential equations

5. Gibbs phenomenon in statistical physics

6. Gibbs measure

7. Gibbs free energy

例句：

1. The Gibbs sampler is a popular method for sampling from a distribution with multiple modes.

2. The phenomenon of Gibbs occurs when a function is integrated over a region with boundaries that change discontinuously.

3. In statistical physics, the Gibbs free energy is a measure of the probability of a system being in a certain state.

4. When dealing with differential equations, it is common to encounter the Gibbs phenomenon, which manifests as oscillations or discontinuities in the solution.

5. The Gibbs phenomenon can be observed in many contexts, including when integrating functions over regions with complex boundaries or when dealing with discontinuous functions.

6. The Gibbs phenomenon is a common occurrence in systems that undergo phase transitions or are near critical points.

7. The Gibbs phenomenon is also related to the concept of ergodicity, which states that a system will approach its equilibrium state over time.

英文小作文：

Gibbs Phenomenon: An Intriguing Phenomenon in Science

Gibbs phenomenon is a fascinating phenomenon in science that occurs in various contexts, from differential equations to statistical physics. It manifests as oscillations or discontinuities in the solution, which can be observed in many contexts, such as when integrating functions over regions with complex boundaries or when dealing with discontinuous functions. Understanding the Gibbs phenomenon is crucial for understanding the behavior of complex systems and can shed light on many scientific phenomena. From phase transitions to critical points, the Gibbs phenomenon plays an important role in explaining these phenomena and can help us gain a deeper understanding of the world around us.