%0 Journal Article %1 noauthororeditor %A |, Mukhammadjon Turgunovich Xalilov | Abdurashid Khamidillayevich Yusupov %D 2023 %J Central Asian Journal of Theoretical and Applied Science %K Gauss charge charged constant, current current, density density, electric field, fields, induction magnetic of particle, principle superposition theorem, %N 11 %P 27-31 %T A Method Of Stating The Differential Form Of Gauss' Theorem %U https://cajotas.centralasianstudies.org/index.php/CAJOTAS/article/view/1332/1386 %V 4 %X The electric field created by a charge can be estimated and calculated using Coulomb's law, and if there are many charges, the electric field can be estimated and calculated using the principle of superposition. Therefore, many methods have been used to calculate the above problem, but the problem becomes complicated when calculated by these methods. Simpler than these methods is the theorem proposed by Gauss. With the help of this theorem, it is possible to calculate the field strength and the current of induction vectors of a charge located in a closed circuit. This gives Gauss's theorem in integral form in Maxwell's differential form.

@article{noauthororeditor, abstract = {The electric field created by a charge can be estimated and calculated using Coulomb's law, and if there are many charges, the electric field can be estimated and calculated using the principle of superposition. Therefore, many methods have been used to calculate the above problem, but the problem becomes complicated when calculated by these methods. Simpler than these methods is the theorem proposed by Gauss. With the help of this theorem, it is possible to calculate the field strength and the current of induction vectors of a charge located in a closed circuit. This gives Gauss's theorem in integral form in Maxwell's differential form.}, added-at = {2024-03-22T10:16:10.000+0100}, author = {|, Mukhammadjon Turgunovich Xalilov | Abdurashid Khamidillayevich Yusupov}, biburl = {https://www.bibsonomy.org/bibtex/292963e3895615ee1490d5d7a70a4c5a4/centralasian_20}, interhash = {32534d8fe096e1fb6487f9e9f241910e}, intrahash = {92963e3895615ee1490d5d7a70a4c5a4}, issn = {2660-5317}, journal = {Central Asian Journal of Theoretical and Applied Science}, keywords = {Gauss charge charged constant, current current, density density, electric field, fields, induction magnetic of particle, principle superposition theorem,}, language = {English}, month = nov, number = 11, pages = {27-31}, timestamp = {2024-03-22T10:16:10.000+0100}, title = {A Method Of Stating The Differential Form Of Gauss' Theorem}, url = {https://cajotas.centralasianstudies.org/index.php/CAJOTAS/article/view/1332/1386}, volume = 4, year = 2023 }