Thermal Science

International Scientific Journal

Thermal Science Journal [Xiao-Jun Yang]

name

Xiao-Jun Yang

institution

Department of Mathematics and Mechanics, China University of Mining and Technology

address

Xuzhou, 221008, China

papers by Xiao-Jun Yang published in Thermal Science

Fractal heat conduction problem solved by local fractional variation iteration method

THERMAL SCIENCE, volume 17, Issue 2, YEAR 2013

this paper authors:

Xiao-Jun Yang

Dumitru Baleanu

1-D heat conduction in a fractal medium: A solution by the local fractional Fourier series method

THERMAL SCIENCE, volume 17, Issue 3, YEAR 2013

this paper authors:

Yuzhu Zhang

Ai-Min Yang

Xiao-Jun Yang

Fractal boundary value problems for integral and differential equations with local fractional operators

THERMAL SCIENCE, volume 19, Issue 3, YEAR 2015

this paper authors:

Xiao-Jun Yang

Dumitru Baleanu

Mihailo P. Lazarević

Milan S. Cajić

Observing diffusion problems defined on cantor sets in different coordinate systems

THERMAL SCIENCE, volume 19, Supplement 1, YEAR 2015

this paper authors:

Xiao-Jun Yang

Dumitru Baleanu

Mihaela-Cristina Baleanu

From the Guest Editors

THERMAL SCIENCE, volume 19, Supplement 1, YEAR 2015

this paper authors:

Dumitru Baleanu

Xiao-Jun Yang

Gongnan Xie

On the 60th Anniversary of Professor Jordan Yankov Hristov

THERMAL SCIENCE, volume 19, Supplement 1, YEAR 2015

this paper authors:

Dumitru Baleanu

Xiao-Jun Yang

Gongnan Xie

Adomian decomposition method for three-dimensional diffusion model in fractal heat transfer involving local fractional derivatives

THERMAL SCIENCE, volume 19, Supplement 1, YEAR 2015

this paper authors:

Zhi-Ping Fan

Hassan Kamil Jassim

Ravinder Krishna Raina

Xiao-Jun Yang

On the fractal heat transfer problems with local fractional calculus

THERMAL SCIENCE, volume 19, Issue 5, YEAR 2015

this paper authors:

Duan Zhao

Xiao-Jun Yang

H. M. Srivastava

Solving fractal steady heat-transfer problems with the local fractional Sumudu transform

THERMAL SCIENCE, volume 19, Supplement 2, YEAR 2015

this paper authors:

Yi Wang

Xiao-Xu Lu

Carlo Cattanic

Juan L.G Guirao

Xiao-Jun Yang

A new fractional derivative without singular kernel: Application to the modelling of the steady heat flow

THERMAL SCIENCE, volume 20, Issue 2, YEAR 2016

this paper authors:

Xiao-Jun Yang

H. M. Srivastava

J. A Tenreiro Machado

On local fractional Volterra integral equations in fractal heat transfer

THERMAL SCIENCE, volume 20, Supplement 3, YEAR 2016

this paper authors:

Zhong-Hua Wu

Amar Debbouche

Juan L.G Guirao

Xiao-Jun Yang

A new integral transform method for solving steady heat-transfer problem

THERMAL SCIENCE, volume 20, Supplement 3, YEAR 2016

this paper authors:

Xiao-Jun Yang

A new integral transform with an application in heat-transfer problem

THERMAL SCIENCE, volume 20, Supplement 3, YEAR 2016

this paper authors:

Xiao-Jun Yang

Approximate solution of the non-linear diffusion equation of multiple orders

THERMAL SCIENCE, volume 20, Supplement 3, YEAR 2016

this paper authors:

Fei Wu

Xiao-Jun Yang

A novel series method for fractional diffusion equation within Caputo fractional derivative

THERMAL SCIENCE, volume 20, Supplement 3, YEAR 2016

this paper authors:

Sheng-Ping Yan

Wei-Ping Zhong

Xiao-Jun Yang

A local fractional derivative with applications to fractal relaxation and diffusion phenomena

THERMAL SCIENCE, volume 20, Supplement 3, YEAR 2016

this paper authors:

Yang Zhao

Yan-Guang Cai

Xiao-Jun Yang

Local fractional Euler's method for the steady heat-conduction problem

THERMAL SCIENCE, volume 20, Supplement 3, YEAR 2016

this paper authors:

Feng Gao

Xiao-Jun Yang

Exact solutions for the differential equations in fractal heat transfer

THERMAL SCIENCE, volume 20, Supplement 3, YEAR 2016

this paper authors:

Chun-Yu Yang

Yu-Dong Zhang

Xiao-Jun Yang

On local fractional operators View of computational complexity: Diffusion and relaxation defined on cantor sets

THERMAL SCIENCE, volume 20, Supplement 3, YEAR 2016

this paper authors:

Xiao-Jun Yang

Zhi-Zhen Zhang

J. A. Tenreiro Machado

Dumitru Baleanu

On local fractional Volterra integro-differential equations in fractal steady heat transfer

THERMAL SCIENCE, volume 20, Supplement 3, YEAR 2016

this paper authors:

Ai-Min Yang

Yang Han

Yu-Zhu Zhang

Li-Ting Wang

Di Zhang

Xiao-Jun Yang

Some new applications for heat and fluid flows via fractional derivatives without singular kernel

THERMAL SCIENCE, volume 20, Supplement 3, YEAR 2016

this paper authors:

Xiao-Jun Yang

Zhi-Zhen Zhang

Hari Mohan Srivastava

About local fractional three-dimensional compressible Navier-Stokes equations in Cantor-type cylindrical co-ordinate system

THERMAL SCIENCE, volume 20, Supplement 3, YEAR 2016

this paper authors:

Guo-Ping Gao

Carlo Cattani

Xiao-Jun Yang

Fractional Maxwell fluid with fractional derivative without singular kernel

THERMAL SCIENCE, volume 20, Supplement 3, YEAR 2016

this paper authors:

Feng Gao

Xiao-Jun Yang

From the Guest Editors

THERMAL SCIENCE, volume 20, Supplement 3, YEAR 2016

this paper authors:

Xiao-Jun Yang

Carlo Cattani

Amar Debbouche

A new technology for solving diffusion and heat equations

THERMAL SCIENCE, volume 21, Issue 1, YEAR 2017

this paper authors:

Xiao-Jun Yang

Feng Gao

Exact traveling-wave solutions for linear and nonlinear heat-transfer equations

THERMAL SCIENCE, volume 21, Issue 6, YEAR 2017

this paper authors:

Feng Gao

Xiao-Jun Yang

H. M. Srivastava

Fractional derivatives of constant and variable orders applied to anomalous relaxation models in heat transfer problems

THERMAL SCIENCE, volume 21, Issue 3, YEAR 2017

this paper authors:

Xiao-Jun Yang

On linear viscoelasticity within general fractional derivatives without singular kernel

THERMAL SCIENCE, volume 21, Supplement 1, YEAR 2017

this paper authors:

Feng Gao

Xiao-Jun Yang

Syed Tauseef Mohyud-Din

General fractional-order anomalous diffusion with non-singular power-law kernel

THERMAL SCIENCE, volume 21, Supplement 1, YEAR 2017

this paper authors:

Xiao-Jun Yang

H. M. Srivastava

Delfim F. M. Torres

Amar Debbouche

Exact traveling wave solutions for a new nonlinear heat-transfer equation

THERMAL SCIENCE, volume 21, Issue 4, YEAR 2017

this paper authors:

Feng Gao

Xiao-Jun Yang

Yu-Feng Zhang

New integral transforms for solving a steady heat transfer problem

THERMAL SCIENCE, volume 21, Supplement 1, YEAR 2017

this paper authors:

Xiao-Jun Yang

2017, Supplement 1: From the Guest Editors

THERMAL SCIENCE, volume 21, Supplement 1, YEAR 2017

this paper authors:

Xiao-Jun Yang

Syed Tauseef Mohyud-Din

Amar Debbouche

A new general fractional-order derivataive with Rabotnov fractional-exponential kernel applied to model the anomalous heat transfer

THERMAL SCIENCE, volume 23, Issue 3, YEAR 2019

this paper authors:

Xiao-Jun Yang

Mahmoud Abdel-Aty

Carlo Cattani

A new general fractional-order derivative with Rabotnov fractional-exponential kernel

THERMAL SCIENCE, volume 23, Issue 6, YEAR 2019

this paper authors:

Xiao-Jun Yang

Minvydas Ragulskis

Thiab Taha

A new fractional derivative model for the anomalous diffusion problem

THERMAL SCIENCE, volume 23, Supplement 3, YEAR 2019

this paper authors:

Zhanqing Chen

Peitao Qiu

Xiao-Jun Yang

Yiying Feng

Jiangen Liu

New general calculi with respect to another functions applied to describe the Newton-like dashpot models in anomalous viscoelasticity

THERMAL SCIENCE, volume 23, Issue 6, YEAR 2019

this paper authors:

Xiao-Jun Yang

A new general fractional-order wave model involving Miller-Ross kernel

THERMAL SCIENCE, volume 23, Supplement 3, YEAR 2019

this paper authors:

Linming Dou

Xiao-Jun Yang

Jiangen Liu

An analytical solution for solving a new general fractional-order model for wave in mining rock

THERMAL SCIENCE, volume 23, Supplement 3, YEAR 2019

this paper authors:

Anye Cao

Xiao-Jun Yang

Yiying Feng

New mathematical models in anomalous viscoelasticity from the derivative with respect to another function view point

THERMAL SCIENCE, volume 23, Issue 3, YEAR 2019

this paper authors:

Xiao-Jun Yang

Feng Gao

Hong-Wen Jing

From the Guest Editor, 2019, Issue 3

THERMAL SCIENCE, volume 23, Issue 3, YEAR 2019

this paper authors:

Xiao-Jun Yang

From the Guest Editors, 2019, Supplement 3

THERMAL SCIENCE, volume 23, Supplement 3, YEAR 2019

this paper authors:

Xiao-Jun Yang

Xin Liang

Yi Xue

New non-conventional methods for quantitative concepts of anomalous rheology

THERMAL SCIENCE, volume 23, Issue 6, YEAR 2019

this paper authors:

Xiao-Jun Yang

A new insight into vector calculus with respect to monotone functions for the complex fluid-flows

THERMAL SCIENCE, volume 24, Issue 6, YEAR 2020

this paper authors:

Xiao-Jun Yang

New insight into the Fourier-like and Darcy-like models in porous medium

THERMAL SCIENCE, volume 24, Issue 6, YEAR 2020

this paper authors:

Xiao-Jun Yang

The vector power-law calculus with applications in power-law fluid flow

THERMAL SCIENCE, volume 24, Issue 6, YEAR 2020

this paper authors:

Xiao-Jun Yang

On traveling-wave solutions for the scaling-law telegraph equations

THERMAL SCIENCE, volume 24, Issue 6, YEAR 2020

this paper authors:

Xiao-Jun Yang

The vector calculus with respect to monotone functions applied to heat conduction problems

THERMAL SCIENCE, volume 24, Issue 6, YEAR 2020

this paper authors:

Xiao-Jun Yang

The y function applied in the study of an anomalous diffusion

THERMAL SCIENCE, volume 25, Issue 6, YEAR 2021

this paper authors:

Xiao-Jun Yang

A new viewpoint on theory of the scaling-law heat conduction process

THERMAL SCIENCE, volume 25, Issue 6, YEAR 2021

this paper authors:

Xiao-Jun Yang

Ping Cui

Jian-Gen Liu

A new insight to the scaling-law fluid associated with the Mandelbrot scaling law

THERMAL SCIENCE, volume 25, Issue 6, YEAR 2021

this paper authors:

Xiao-Jun Yang

Jian-Gen Liu

New insights on the J and Y functions in the heat transfer

THERMAL SCIENCE, volume 25, Issue 6, YEAR 2021

this paper authors:

Xiao-Jun Yang

Lu-Lu Geng

Yu-Mei Pan

The series representations for the J and H functions applied in the heat-diffusion equation

THERMAL SCIENCE, volume 25, Issue 6, YEAR 2021

this paper authors:

Xiao-Jun Yang

Yu-Rong Fan

Anomalous diffusion models with respect to monotone increasing functions

THERMAL SCIENCE, volume 26, Issue 2, YEAR 2022

this paper authors:

Xiao-Jun Yang

Yu-Mei Pan

Feng Xu

A new insight on analytical theory of the scaling law heat conduction associated with the Richardson scaling law

THERMAL SCIENCE, volume 26, Issue 2, YEAR 2022

this paper authors:

Xiao-Jun Yang

Pei-Tao Qiu

Gang-Lin Liu

A new scaling law heat conduction problem associated with the Korcak scaling law

THERMAL SCIENCE, volume 26, Issue 2, YEAR 2022

this paper authors:

Xiao-Jun Yang

Mahmoud Abdel-Aty

Moaiad A. A. Khder

A new generalization of the y-function applied to model the anomalous diffusion

THERMAL SCIENCE, volume 26, Issue 2, YEAR 2022

this paper authors:

Xiao-Jun Yang

Xiao-Jin Yu

The non-Darcy law for the scaling law flow in porous medium

THERMAL SCIENCE, volume 26, Issue 2, YEAR 2022

this paper authors:

Xiao-Jun Yang

Feng Xu

Yi-Ying Feng

Novel solutions for the heat equations arising in the elliptic curves over the field of rational numbers

THERMAL SCIENCE, volume 27, Issue 1, YEAR 2023

this paper authors:

Xiao-Jun Yang

Ping Cui

Feng Xu

Non-Dorcian seepage equilibrium analysis of splitting grouting fluid in smooth single fracture

THERMAL SCIENCE, volume 27, Issue 1, YEAR 2023

this paper authors:

Pei-Tao Qiu

Xiao-Jun Yang

Hai Pu

An odd entire-function solution for one-dimensional diffusion equation in theory of modular form

THERMAL SCIENCE, volume 27, Issue 1, YEAR 2023

this paper authors:

Xiao-Jun Yang

Tasawar Hayat

A new odd entire function of order one arising in the heat problem

THERMAL SCIENCE, volume 27, Issue 1, YEAR 2023

this paper authors:

Xiao-Jun Yang

Mahmoud Abdel-Aty

Lu-Lu Geng

On the solution for the diffusion equation related to the L-functions attached to cusp forms

THERMAL SCIENCE, volume 27, Issue 1, YEAR 2023

this paper authors:

Xiao-Jun Yang

Mahmoud Abdel-Aty

Tasawar Hayat

An even entire function of order one is a special solution for a classical wave equation in one-dimensional space

THERMAL SCIENCE, volume 27, Issue 1, YEAR 2023

this paper authors:

Xiao-Jun Yang

Abdulrahman Ali Alsolami

Ahmed Refaie Ali

Special solutions for the Laplace and diffusion equations associated with the algebraic number field

THERMAL SCIENCE, volume 27, Issue 1, YEAR 2023

this paper authors:

Xiao-Jun Yang

Nasser Hassan Sweilam

Mustafa Bayram

The method for the heat-diffusion equation in analytic number theory

THERMAL SCIENCE, volume 27, Issue 5, YEAR 2023

this paper authors:

Xiao-Jun Yang

Ahmed Alshehri

Ping Cui

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