prismatic coefficient0.60-0.88

简明释义

棱形系数

英英释义

例句

1.The manufacturer claims that their product's prismatic coefficient0.60-0.88 makes it ideal for high-performance applications.

制造商声称其产品的棱镜系数0.60-0.88使其非常适合高性能应用。

2.When selecting lenses for glasses, look for a prismatic coefficient0.60-0.88 to ensure better vision correction.

在选择眼镜镜片时，寻找棱镜系数0.60-0.88以确保更好的视力矫正。

3.For photography, using filters with a prismatic coefficient0.60-0.88 can improve color saturation.

对于摄影，使用具有棱镜系数0.60-0.88的滤镜可以改善色彩饱和度。

4.The new optical device has a prismatic coefficient0.60-0.88, which enhances light dispersion.

这个新型光学设备具有棱镜系数0.60-0.88，可增强光的分散效果。

5.In architectural design, incorporating elements with a prismatic coefficient0.60-0.88 can create stunning light effects.

在建筑设计中，融入具有棱镜系数0.60-0.88的元素可以创造出惊艳的光效。

作文

In the world of optics and materials science, understanding various properties of materials is crucial for their application in different fields. One such property that has gained attention is the prismatic coefficient 0.60-0.88, which plays a significant role in determining how light interacts with certain materials. The prismatic coefficient essentially measures the ability of a material to disperse light into its constituent colors, much like a prism does. This characteristic is vital in applications ranging from photography to architectural design, where the manipulation of light can enhance visual aesthetics and functionality.To comprehend the significance of the prismatic coefficient 0.60-0.88, we first need to explore what the prismatic coefficient represents. In simple terms, it quantifies the extent to which a material can separate light into its spectrum. A higher coefficient indicates a greater ability to disperse light, resulting in more pronounced colors and effects. For instance, materials with a prismatic coefficient in the range of 0.60 to 0.88 are often utilized in the production of high-quality optical lenses and filters. These materials allow for a vibrant display of colors, making them ideal for applications such as camera lenses, projectors, and even decorative glassware.Moreover, the prismatic coefficient 0.60-0.88 is not only important in the realm of optics but also in fields like solar energy. Solar panels, for example, benefit from materials that have a suitable prismatic coefficient, as they can effectively capture and utilize sunlight. By maximizing light dispersion, these materials can improve the efficiency of solar cells, leading to better energy conversion rates and overall performance. As the world shifts towards renewable energy sources, understanding and applying the principles behind the prismatic coefficient becomes increasingly important.In architecture, the prismatic coefficient 0.60-0.88 can influence design choices significantly. Architects often seek materials that can manipulate natural light, creating an ambiance that enhances the user experience within a space. Materials with a favorable prismatic coefficient can contribute to this goal by allowing light to enter buildings in a way that highlights certain features or creates visually appealing patterns. This aspect is particularly relevant in modern architecture, where large glass facades are common. By selecting materials with the appropriate prismatic properties, architects can ensure that their designs are not only aesthetically pleasing but also energy-efficient.Furthermore, the study of the prismatic coefficient 0.60-0.88 opens up new avenues for innovation in material science. Researchers are continually exploring new compounds and composites that can enhance light dispersion properties. This ongoing research has the potential to lead to breakthroughs in various industries, including telecommunications, where light transmission is critical. As scientists develop new materials with optimized prismatic coefficients, we may see advancements that revolutionize how we interact with light in our daily lives.In conclusion, the prismatic coefficient 0.60-0.88 is a fundamental property that influences a wide array of applications across different fields. From enhancing the quality of optical devices to improving the efficiency of solar panels and transforming architectural designs, its implications are vast and varied. As technology continues to evolve, the importance of understanding and leveraging the prismatic coefficient will only grow, paving the way for innovations that harness the power of light in unprecedented ways.

在光学和材料科学的世界中，理解材料的各种属性对其在不同领域的应用至关重要。其中一个引起关注的属性是棱镜系数0.60-0.88，它在决定光与某些材料相互作用的方式方面发挥着重要作用。棱镜系数本质上衡量材料将光分散成其组成颜色的能力，就像棱镜一样。这一特性在从摄影到建筑设计的应用中至关重要，在这些应用中，光的操控可以增强视觉美感和功能性。为了理解棱镜系数0.60-0.88的重要性，我们首先需要探索棱镜系数所代表的含义。简单来说，它量化了材料分离光谱的程度。较高的系数表示更强的光分散能力，从而产生更明显的颜色和效果。例如，棱镜系数在0.60到0.88范围内的材料通常用于生产高质量的光学镜头和滤光器。这些材料能展示出鲜艳的颜色，使其成为相机镜头、投影仪甚至装饰玻璃器皿等应用的理想选择。此外，棱镜系数0.60-0.88不仅在光学领域重要，在太阳能等领域也具有影响力。例如，太阳能电池板受益于具有适当棱镜系数的材料，因为它们可以有效捕获和利用阳光。通过最大化光的分散，这些材料可以提高太阳能电池的效率，导致更好的能量转换率和整体性能。随着世界向可再生能源转型，理解和应用棱镜系数背后的原理变得愈发重要。在建筑设计中，棱镜系数0.60-0.88可以显著影响设计选择。建筑师通常寻求能够操控自然光的材料，从而创造出增强用户体验的氛围。具有良好棱镜系数的材料可以通过允许光以突出某些特征或创建视觉上吸引人的图案的方式进入建筑物来实现这一目标。这一点在现代建筑中尤为相关，因为大型玻璃立面很常见。通过选择具有适当棱镜特性的材料，建筑师可以确保他们的设计不仅美观而且节能。此外，研究棱镜系数0.60-0.88为材料科学的创新开辟了新的途径。研究人员不断探索新的化合物和复合材料，以增强光分散特性。这项持续的研究有可能在多个行业中带来突破，包括电信，在这些行业中，光传输至关重要。随着科学家们开发出具有优化棱镜系数的新材料，我们可能会看到革命性进展，改变我们日常生活中与光的互动方式。总之，棱镜系数0.60-0.88是一个基本属性，影响着不同领域广泛的应用。从提高光学设备的质量到改善太阳能电池的效率，再到转变建筑设计，其影响广泛而多样。随着技术的不断发展，理解和利用棱镜系数的重要性只会增加，为利用光的力量开辟前所未有的创新之路。