Determining the temperature field of circular saws
Bakirov Z.B. Bakirov M.Z. Mikhailov V.F.
2021Abylkas Saginov Karaganda Technical University
Material and Mechanical Engineering Technology
2021#2021Issue 33 - 9 pp.
The problem of determining the temperature field in circular saws with diamond segments along the outer contour is solved. The thermal conductivity equation for such disks is derived and boundary conditions are formulated. The specific heat flow and temperature field are represented as a Fourier series expansion along a circumferential coordinate. For each harmonic, the exact solution of the thermal conductivity equation is found in the form of a combination of modified Bessel functions. When solving the problem, the disk cooling method is taken into account. As a result of the solution and reasonable simplification, an axisymmetric temperature field is obtained, which changes exponentially along the radius of the disk. The results can be used to evaluate the stability of the flat shape of the balance of circular saws and the stability of diamond segments.
Bessel functions , circular saw , Nusselt criterion , stone processing , temperature field , thermal conductivity equation
Text of the article Перейти на текст статьи
Karaganda State Technical University, Kazakhstan
Karaganda State Technical University
10 лет помогаем публиковать статьи Международный издатель
Книга Публикация научной статьи Волощук 2026 Book Publication of a scientific article 2026