length breadth ratio

简明释义

长宽比

英英释义

例句

1.The designer adjusted the length breadth ratio 长宽比 of the product packaging to make it more attractive to consumers.

设计师调整了产品包装的长宽比 length breadth ratio，以使其对消费者更具吸引力。

2.The architect recommended a length breadth ratio 长宽比 of 2:1 for the new building to ensure it looks aesthetically pleasing.

建筑师建议新建筑的长宽比 length breadth ratio 为2:1，以确保其外观美观。

3.For optimal performance, the length breadth ratio 长宽比 of the wings on an aircraft should be carefully calculated.

为了获得最佳性能，飞机机翼的长宽比 length breadth ratio 应该经过仔细计算。

4.A length breadth ratio 长宽比 of 3:2 is often used in photography to create a standard print size.

在摄影中，通常使用3:2的长宽比 length breadth ratio 来创建标准打印尺寸。

5.In graphic design, maintaining a proper length breadth ratio 长宽比 is crucial for creating visually appealing layouts.

在平面设计中，保持适当的长宽比 length breadth ratio 对于创建视觉上吸引人的布局至关重要。

作文

The concept of the length breadth ratio is fundamental in various fields, including architecture, design, and mathematics. Understanding this ratio allows professionals to create balanced and aesthetically pleasing structures or objects. The length breadth ratio refers to the relationship between the length and breadth (or width) of an object. It is calculated by dividing the length by the breadth, resulting in a numerical value that describes the proportions of the object. For example, if a rectangular room measures 20 feet in length and 10 feet in breadth, the length breadth ratio would be 2:1. This means that for every unit of breadth, there are two units of length, indicating a longer and narrower shape.In architecture, the length breadth ratio plays a crucial role in the design of buildings. Architects often strive for specific ratios to achieve a desired visual effect. A building with a high length breadth ratio, such as a skyscraper, conveys a sense of height and grandeur, while a lower ratio may suggest stability and comfort, as seen in residential homes. By manipulating this ratio, architects can influence how people perceive space, light, and movement within a structure.In product design, the length breadth ratio can affect both functionality and aesthetics. For example, a smartphone with a length breadth ratio that is too high may feel uncomfortable to hold, while one that is too low may not fit well in pockets. Designers must consider the length breadth ratio to ensure that their products are not only visually appealing but also practical for users. This careful balance can significantly impact user experience and satisfaction.Mathematically, the length breadth ratio can also be applied to various geometric shapes. In the case of rectangles, the ratio helps determine the shape's classification. A square has a length breadth ratio of 1:1, indicating equal sides, while other rectangles will have varying ratios based on their dimensions. This mathematical perspective is essential for students and professionals alike, as it lays the groundwork for more complex geometric principles.Moreover, the length breadth ratio can extend beyond physical objects to abstract concepts, such as data representation in graphs. When visualizing data, maintaining an appropriate length breadth ratio ensures that the information is communicated clearly and effectively. A graph that is too elongated may distort the viewer's understanding of the data, while one that is too wide may make it difficult to discern trends or patterns.In conclusion, the length breadth ratio is a versatile concept that influences a wide range of fields. From architecture to product design and mathematics, understanding this ratio is essential for creating functional and visually appealing designs. By mastering the length breadth ratio, individuals can enhance their ability to analyze and create, leading to better outcomes in their respective areas of expertise. Whether designing a building, crafting a product, or interpreting data, the length breadth ratio serves as a guiding principle that underscores the importance of proportion and balance in our world.

“长宽比”这一概念在建筑、设计和数学等多个领域中都是基础的。理解这个比率使专业人士能够创造出平衡且美观的结构或物体。“长宽比”指的是一个物体的长度与宽度（或称为 breadth）之间的关系。它通过将长度除以宽度来计算，从而得到一个描述物体比例的数值。例如，如果一个矩形房间的长度为20英尺，宽度为10英尺，那么“长宽比”将是2:1。这意味着每单位的宽度对应两个单位的长度，表明一种较长且较窄的形状。在建筑学中，“长宽比”在建筑设计中发挥着至关重要的作用。建筑师常常追求特定的比例，以实现所需的视觉效果。具有高“长宽比”的建筑，例如摩天大楼，传达出高度和宏伟感，而较低的比例可能暗示着稳定性和舒适性，如住宅。通过操控这个比例，建筑师可以影响人们对空间、光线和建筑内运动的感知。在产品设计中，“长宽比”可能会影响功能性和美观性。例如，长宽比过高的智能手机可能会让人握持不适，而长宽比过低的则可能无法很好地装入口袋。设计师必须考虑“长宽比”，以确保他们的产品不仅在视觉上吸引人，而且在使用上也实用。这种微妙的平衡会显著影响用户体验和满意度。在数学上，“长宽比”也可以应用于各种几何形状。在矩形的情况下，这个比率有助于确定形状的分类。正方形的“长宽比”为1:1，表示边长相等，而其他矩形则会根据其尺寸具有不同的比例。这种数学视角对于学生和专业人士来说至关重要，因为它为更复杂的几何原理奠定了基础。此外，“长宽比”还可以扩展到超越物理对象的抽象概念，如图表中的数据表示。在可视化数据时，保持适当的“长宽比”确保信息的清晰有效传达。过于拉长的图表可能会扭曲观众对数据的理解，而过于宽的图表可能会使趋势或模式难以辨别。总之，“长宽比”是一个多用途的概念，影响着广泛的领域。从建筑到产品设计再到数学，理解这个比率对于创造功能性和美观的设计至关重要。通过掌握“长宽比”，个人可以增强分析和创造的能力，从而在各自的专业领域取得更好的成果。无论是在设计建筑、制作产品还是解读数据时，“长宽比”都作为一个指导原则，强调了我们世界中比例和均衡的重要性。