Sentence examples for engineering sciences such as from inspiring English sources

Technology is taken to embrace the technological sciences, while the technological sciences include several disciplines in addition to the engineering sciences, such as information science, medical science and agricultural science.

That is to say, technology is taken to embrace the technological sciences, while the technological sciences include several disciplines in addition to the engineering sciences, such as information science, medical science and agricultural science.

Biology is a diverse set of disciplines, ranging from historical sciences such as paleontology to engineering sciences such as biotechnology.

The Mittag-Leffler function plays an important role in several branches of mathematics and engineering sciences, such as statistics, chemistry, mechanics, quantum physics, informatics and others.

Inverse source identification problems are important in many branches of engineering sciences such as crack determination [1, 2], heat source determination [3], heat conduction problems [4, 5], electromagnetic theory [6].

They have broad application in engineering and sciences such as physics, mechanics, chemistry, economics and biology, etc.[1 4].

Indeed, we can find numerous applications of fractional order derivatives in engineering and sciences such as physics, mechanics, chemistry, economics and biology, etc. [3 5].

Fractional differential equations have gained much importance and attention due to the fact that they have been proved to be valuable tools in the modeling of many phenomena in engineering and sciences such as physics, mechanics, economics and biology, etc. [1 3].

Fractional differential equations have gained much importance and attention due to the fact that they have been proved to be valuable tools in the modeling of many phenomena in engineering and sciences such as physics, mechanics, economics and biology; see [1 3].

Aston specialises in just four schools - business, life and health sciences (including pharmacy and biology, psychology and optometry); engineering and applied sciences (such as chemical and mechanical engineering); languages and social sciences.

For example, some common geometries arising in engineering and applied sciences, such as circles or ellipses, are represented exactly, and complicated geometries are represented more accurately than traditional polynomial based approaches.