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DYNAMIC EQUATION SOLVER FOR REAL TIME ENGINEERING APPLICATIONS

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DYNAMIC EQUATION SOLVER FOR REAL TIME ENGINEERING APPLICATIONS

ORDINARY APPLICATION

Published

date

Filed on 17 November 2024

Abstract

The present invention relates to a dynamic equation solver for real-time engineering applications. The solver is designed to efficiently compute time-dependent, nonlinear, or large-scale equations by integrating adaptive algorithms, parallel processing, and real-time data inputs. It is capable of dynamically selecting the appropriate solving method based on real-time system conditions and continuously updating equations using sensor data. The system utilizes parallel processing units to ensure high-speed computations, making it suitable for complex engineering applications such as control systems, fluid dynamics, and energy management. The solver's feedback loop further optimizes computational accuracy over time, ensuring reliable and efficient performance in critical, real-time scenarios.

Patent Information

Application ID202441088834
Invention FieldCOMPUTER SCIENCE
Date of Application17/11/2024
Publication Number47/2024

Inventors

NameAddressCountryNationality
Dr.Dhananjaya ReddyAssociate Professor, Department of Mathematics, Government Degree College, Karvetinagaram, Andhra Pradesh - 517582IndiaIndia
Dr. A. AnupamaDepartment of Basic Engineering (Mathematics), Professor, DVR &Dr HS MIC College of Technology, Kanchikacherla, Andhra Pradesh, India -521180IndiaIndia
Dr. Pyla Vamsi SagarAssociate Professor, Department of Mathematics, Aditya University, Surampalem, Kakinada, Andhra Pradesh- 533437IndiaIndia
Dr. S.NandakishoreAssociate Professor, Department of Science and Humanities, NBKR Institute of science and Technology, Vidyanagar, Tirupati (D.T)IndiaIndia
Dr. Rajeshwari SAssistant Professor, Department of Mathematics, Bangalore Institute of Technology, K.R. Road, Bangalore- 560004IndiaIndia
Dr. Chandrakala H KAssistant Professor, Department of Mathematics, Bangalore Institute of Technology, K. R Road, V. V. Pura, Bangalore - 5600004IndiaIndia
Mrs.M.SudharaniAssistant Professor, Department of Mathematics, Velalar College of Engineering and Technology, Tamilnadu- 638012IndiaIndia
Dr.O.RamakrishnaAssistant Professor, Department of Mathematics, Anurag University, Hyderabad-501301IndiaIndia
Mr. Chillara Soma ShekarAssociate Professor, Department of Mathematics, Malla Reddy College of Engineering & Technology, Maisammaguda, Dhulapally, Secunderabad-500100IndiaIndia
Mrs. Kavitha J NAssistant Professor, Department of Mathematics, Bangalore Institute of Technology, K R Road, V V Pura, Bangalore, Karnataka - 560004IndiaIndia

Applicants

NameAddressCountryNationality
Dr.Dhananjaya ReddyAssociate Professor, Department of Mathematics, Government Degree College, Karvetinagaram, Andhra Pradesh - 517582IndiaIndia
Dr. A. AnupamaDepartment of Basic Engineering (Mathematics), Professor, DVR &Dr HS MIC College of Technology, Kanchikacherla, Andhra Pradesh, India -521180IndiaIndia
Dr. Pyla Vamsi SagarAssociate Professor, Department of Mathematics, Aditya University, Surampalem, Kakinada, Andhra Pradesh- 533437IndiaIndia
Dr. S.NandakishoreAssociate Professor, Department of Science and Humanities, NBKR Institute of science and Technology, Vidyanagar, Tirupati (D.T)IndiaIndia
Dr. Rajeshwari SAssistant Professor, Department of Mathematics, Bangalore Institute of Technology, K.R. Road, Bangalore- 560004IndiaIndia
Dr. Chandrakala H KAssistant Professor, Department of Mathematics, Bangalore Institute of Technology, K. R Road, V. V. Pura, Bangalore - 5600004IndiaIndia
Mrs.M.SudharaniAssistant Professor, Department of Mathematics, Velalar College of Engineering and Technology, Tamilnadu- 638012IndiaIndia
Dr.O.RamakrishnaAssistant Professor, Department of Mathematics, Anurag University, Hyderabad-501301IndiaIndia
Mr. Chillara Soma ShekarAssociate Professor, Department of Mathematics, Malla Reddy College of Engineering & Technology, Maisammaguda, Dhulapally, Secunderabad-500100IndiaIndia
Mrs. Kavitha J NAssistant Professor, Department of Mathematics, Bangalore Institute of Technology, K R Road, V V Pura, Bangalore, Karnataka - 560004IndiaIndia

Specification

Description:The embodiments of the present invention generally relates to a dynamic equation solver for real-time engineering applications. More specifically, it involves a computational system that efficiently solves time-dependent, nonlinear, or large-scale equations across diverse engineering fields such as control systems, simulations, fluid dynamics, mechanical systems, and electrical circuits, using adaptive algorithms and parallel processing techniques. The invention is designed to meet the computational challenges posed by real-time feedback loops and rapidly changing system parameters in engineering environments
BACKGROUND OF THE INVENTION
The following description of related art is intended to provide background information pertaining to the field of the disclosure. This section may include certain aspects of the art that may be related to various features of the present disclosure. However, it should be appreciated that this section be used only to enhance the understanding of the reader with respect to the pr , Claims:1. A dynamic equation solver for real-time engineering applications, comprising:
a central processing unit configured to receive real-time data inputs and perform computations on time-dependent equations;
an adaptive algorithm module that selects an appropriate solving method based on the nature of the equation and real-time data inputs;
an interface module that integrates real-time sensor or data source inputs into the solver system for dynamic equation updates;
a parallel processing unit that distributes computational tasks across multiple processors to handle large-scale equations efficiently;
a feedback loop that continuously monitors and adjusts the solver parameters to improve the accuracy and computational efficiency of the solution.

2. The dynamic equation solver of claim 1, wherein the adaptive algorithm module selects the solving method from a group consisting of Runge-Kutta methods, finite difference methods, finite element analysis, and machine learning-based models.

3. The dynamic equation solv

Documents

NameDate
202441088834-COMPLETE SPECIFICATION [17-11-2024(online)].pdf17/11/2024
202441088834-DECLARATION OF INVENTORSHIP (FORM 5) [17-11-2024(online)].pdf17/11/2024
202441088834-DRAWINGS [17-11-2024(online)].pdf17/11/2024
202441088834-FORM 1 [17-11-2024(online)].pdf17/11/2024
202441088834-FORM-9 [17-11-2024(online)].pdf17/11/2024
202441088834-REQUEST FOR EARLY PUBLICATION(FORM-9) [17-11-2024(online)].pdf17/11/2024

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