liquation

简明释义

英[lɪkweɪʃən]美[lɪkweɪʃən]

熔融

英英释义

单词用法

同义词

反义词

例句

1.The addition of the crustal materials into the magma played an important role in promoting the liquation processes.

壳源组分的加入是促进岩浆熔离作用的重要因素。

2.With the original process, the qualification rate of the liquation carbonide was only 75.

原工艺下液析碳化物合格率仅为75。

3.Hot ductility testing was used to evaluate the liquation cracking susceptibility of aluminum alloy 2219. The fracture surface of hot ductility samples was examined using SEM.

用热塑性试验评定2219铝合金的液化裂纹敏感性，利用扫描电镜对热塑性试样断口进行了分析。

4.At present, the liquation mechanics and evaluation of the saturated fine grained soil caused by the non-seismic force is a great concern of scholars and engineers.

目前，有关饱和细粒土在非地震力作用下的液化机理和评价是理论界和工程界十分关注的问题。

5.The damage status of melting pond in zinc rectity lead tower liquation furnace is introduced, and the improving prosess and effect are explained.

概述锌精馏铅塔熔析炉熔池损坏状况，介绍其改进过程及运行效果。

6.Hot ductility testing was used to evaluate the liquation cracking susceptibility of aluminum alloy 2219. The fracture surface of hot ductility samples was examined using SEM.

用热塑性试验评定2219铝合金的液化裂纹敏感性，利用扫描电镜对热塑性试样断口进行了分析。

7.The chemist explained the process of liquation to separate metals from ores.

化学家解释了通过液化过程将金属从矿石中分离的方法。

8.In metallurgy, liquation is often used to purify certain metals.

在冶金学中，液化常用于净化某些金属。

9.The liquation of lead from its ore involves heating it until it melts.

从矿石中提取铅的液化过程涉及加热至熔化。

10.The researchers studied the effects of temperature on the liquation of various alloys.

研究人员研究了温度对各种合金液化的影响。

11.During the liquation process, impurities are left behind as the metal separates.

在液化过程中，杂质被留在一旁，金属则被分离出来。

作文

In the field of mathematics and science, various terms are used to describe complex processes and concepts. One such term is liquation, which refers to the process of solving equations or transforming them into a different form, often to simplify or clarify the problem at hand. Understanding liquation is crucial for students and professionals alike, as it forms the foundation for many advanced topics in both algebra and calculus.To grasp the concept of liquation, it is essential to first recognize what an equation is. An equation is a mathematical statement that asserts the equality of two expressions, typically separated by an equals sign. For example, the equation x + 2 = 5 states that when 2 is added to the variable x, the result is equal to 5. The goal of liquation is to manipulate this equation to isolate the variable, allowing us to find its value.The process of liquation often involves several steps, including addition, subtraction, multiplication, and division. These operations are applied to both sides of the equation to maintain the equality. For instance, in the previous example, we can subtract 2 from both sides to solve for x:x + 2 - 2 = 5 - 2 This simplifies to:x = 3Thus, through the process of liquation, we have determined the value of x.Beyond simple algebraic equations, liquation also plays a vital role in more complex mathematical scenarios, such as systems of equations and polynomial equations. In these cases, multiple equations may need to be solved simultaneously, requiring a more intricate application of liquation. Techniques such as substitution, elimination, and matrix methods are often employed to achieve a solution.In addition to its mathematical implications, liquation can also be related to various scientific disciplines, particularly in chemistry and physics. For example, in chemistry, the concept of equilibria can be expressed through equations that describe the relationships between reactants and products. Understanding how to perform liquation on these equations allows chemists to predict the behavior of chemical reactions under different conditions.Moreover, in physics, liquation is essential when dealing with formulas that describe physical laws, such as Newton's laws of motion or the laws of thermodynamics. By manipulating these equations through liquation, physicists can derive new insights and make predictions about the physical world.In conclusion, the term liquation encompasses a wide range of applications across mathematics and science. It is not merely a procedural step; rather, it represents a fundamental skill that enables individuals to navigate and understand complex concepts. Whether one is solving a simple algebraic expression or tackling intricate scientific equations, mastering liquation is an invaluable asset. As students progress in their academic journeys, they will find that the ability to effectively perform liquation opens doors to deeper understanding and exploration in numerous fields.Ultimately, the journey of learning about liquation is a testament to the beauty of mathematics and its interconnectedness with the natural sciences. It highlights the importance of critical thinking and problem-solving skills that are essential in today's world. By embracing the challenges presented by liquation, learners can cultivate a mindset that is not only analytical but also creative, enabling them to tackle a myriad of real-world problems with confidence and ingenuity.

在数学和科学领域，使用各种术语来描述复杂的过程和概念。其中一个术语是liquation，它指的是解决方程或将其转化为不同形式的过程，通常是为了简化或澄清手头的问题。理解liquation对学生和专业人士来说都是至关重要的，因为它构成了代数和微积分许多高级主题的基础。要掌握liquation的概念，首先必须认识到方程是什么。方程是一个数学陈述，声称两个表达式的相等性，通常用等号分隔。例如，方程x + 2 = 5表示当变量x加上2时，结果等于5。liquation的目标是操纵这个方程以孤立变量，从而允许我们找到它的值。liquation的过程通常涉及几个步骤，包括加法、减法、乘法和除法。这些运算应用于方程的两边，以保持等式。例如，在前面的例子中，我们可以从两边减去2来解决x：x + 2 - 2 = 5 - 2 这简化为：x = 3因此，通过liquation的过程，我们已经确定了x的值。除了简单的代数方程外，liquation在更复杂的数学场景中也起着至关重要的作用，例如方程组和多项式方程。在这些情况下，可能需要同时解决多个方程，这需要对liquation的更复杂应用。通常采用替代法、消元法和矩阵方法等技术来实现解决方案。除了其数学含义，liquation还与各种科学学科相关，特别是在化学和物理学中。例如，在化学中，平衡的概念可以通过描述反应物和产品之间关系的方程来表达。理解如何对这些方程进行liquation使化学家能够预测化学反应在不同条件下的行为。此外，在物理学中，当处理描述物理定律的公式时，liquation是必不可少的，例如牛顿运动定律或热力学定律。通过对这些方程进行liquation，物理学家可以得出新的见解并对物理世界做出预测。总之，术语liquation涵盖了数学和科学中的广泛应用。它不仅仅是一个程序步骤；相反，它代表了一种基本技能，使个人能够驾驭和理解复杂的概念。无论是解决简单的代数表达式，还是处理复杂的科学方程，掌握liquation都是一项宝贵的资产。随着学生在学术旅程中的进步，他们会发现有效执行liquation的能力为深入理解和探索众多领域打开了大门。最终，学习关于liquation的旅程是对数学之美及其与自然科学相互联系的证明。它突显了批判性思维和解决问题技能的重要性，这些技能在当今世界中至关重要。通过接受liquation所带来的挑战，学习者可以培养出一种不仅是分析性的，而且是创造性的思维方式，使他们能够自信而独创性地解决各种现实问题。