點源波的意思、翻譯和例句

是什麼意思

「點源波」是指從一個點狀源頭發出的波動,這種波動可以是聲波、光波或其他類型的波。點源波的特性包括在空間中以圓形或球形的方式擴散,隨著距離的增加,波的強度會逐漸減弱。這個概念在物理學、聲學和光學中都非常重要,通常用於描述波的傳播行為和特性。

依照不同程度的英文解釋

  1. A wave that comes from a single point.
  2. A wave that spreads out from one spot.
  3. A wave that starts from a point and moves outward.
  4. A wave originating from a single source that radiates away.
  5. A wave that expands in all directions from a specific point.
  6. A wave phenomenon where energy spreads out from a localized source.
  7. A type of wave that emanates from a singular point and decreases in intensity with distance.
  8. A wave characterized by its origin from a point source, propagating in a radial manner.
  9. A wave generated from a point source, exhibiting spherical wavefronts as it propagates.
  10. A wave that originates from a single point and spreads out uniformly in all directions.

相關英文單字或片語的差別與用法

1:Point source wave

用法:

這是一個描述從一個點狀源頭發出的波的術語,通常用於物理學和工程學中。它強調波的發源地和波動的擴散特性,特別是在聲學和光學領域。

例句及翻譯:

例句 1:

在聲學中,點源波可以用來模擬音樂會上的聲音擴散。

In acoustics, point source waves can be used to simulate sound dispersion in a concert.

例句 2:

研究人員正在測試點源波在不同介質中的傳播特性。

Researchers are testing the propagation characteristics of point source waves in different media.

例句 3:

點源波的模型有助於預測聲音在空間中的行為。

The point source wave model helps predict how sound behaves in space.

2:Spherical wave

用法:

這是指從一個點源向外擴展的波,形成球形波前。它通常用於描述光波或聲波的傳播,特別是在無限大空間中。

例句及翻譯:

例句 1:

光線從燈泡發出,形成球形波。

Light rays emitted from a bulb form a spherical wave.

例句 2:

這種球形波的特性在無限空間中非常明顯。

The characteristics of this spherical wave are very evident in infinite space.

例句 3:

在水波中,我們也可以觀察到球形波的行為。

In water waves, we can also observe the behavior of spherical waves.

3:Radial wave

用法:

這是指從中心點向外擴展的波,通常用於描述波的傳播方式。它強調波的擴散方向和強度隨距離變化的特性。

例句及翻譯:

例句 1:

這種徑向波在地震學中非常重要。

This type of radial wave is very important in seismology.

例句 2:

徑向波的強度隨著距離的增加而減弱。

The intensity of radial waves decreases with increasing distance.

例句 3:

在某些實驗中,我們觀察到徑向波的行為。

In certain experiments, we observed the behavior of radial waves.