FDA Express Vol. 1, No. 2, Dec. 30, 2011
﹛
﹛
Editors:
W. Chen H.G. Sun
X.D. Zhang
S. Hu
Institute of Soft Matter Mechanics, Hohai University
For contribution:
fdaexpress@hhu.edu.cn
For subscription:
http://em.hhu.edu.cn/fda/subscription.htm
﹛
↑ Open Issues & Discussions
Fractional diffusion models for particle diffusion in complex media
↑ Conferences
↑Books
Stochastic Models for Fractional Calculus
Fractional Dynamics and Control
↑ Journals
Fractals (Volume 19, Issue 4, December 2011)
↑
Researchers & Groups
Igor Podlubny
↑
Toolbox
↑ Jobs
A permanent position of Head of R&D projects at BRGM on Water Quality
Research Assistant Professor Position in Fracturing Laboratory Experiments
﹛
=======================================================================================
Open Issues & Discussions
ㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜ
﹛
Fractional diffusion models for particle diffusion in complex media
(Contributed by H.G. Sun)
========================================================================
Conferences
ㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜ
May 14-17 2012, Hohai University, Nanjing, China
Websiteㄩhttp://em.hhu.edu.cn/fda12/
﹛
Invitation to FDA12
The purpose of this Symposium in series is to provide the participants with a broad overview of the state of the art on fractional systems, leading to the cross-fertilization of new research on theoretical, experimental and computational fronts for potential uses of fractional differentiation in diverse applications. The organizing committee invites you from all over the world to come to Nanjing to attend this wonderful event.
Topics
Anomalous diffusion; Automatic Control; Biology; Continuous Time Random Walk;
Electrical Engineering; Electronics; Electrochemistry; Electromagnetism; Finance
and Economics; Earth Science; Fractional Filters; Biomedical Engineering;
Fractional Phase-Locked Loops; Fluid Mechanics; Fractional Variational
Principles; Fractional Transforms; Fractional Wavelet; Composite Drug Signals;
History of Fractional Calculus; Image Processing; Mathematical methods;
Mechanics; Physics; Robotics; Signal Processing; Singularities Analysis and
Integral Representations for Fractional Differential Systems; Special Functions
Related to Fractional Calculus; Thermal Engineering; Viscoelasticity; etc.
Plenary speakers
Prof. Guanrong Chen Prof. Virginia Kiryakova
Prof. Joseph Klafter Prof. Jean-Claude Trigeassou
Prof. Bruce J. West Prof. Weiqiu Zhu
Important dates
Deadline for abstracts: 1 January 2012
Deadline for full papers: 15 February 2012
Deadline for early registration (fill online registration): 15 February 2012
This series of conferences is the largest of its kind. Following the previous
successful conferences, 2004 in France, 2006 in Portugal, 2008 Turkey, and 2010
in Spain, we expect that 200 or so participants from around the world will
attend the FDA12.
We are looking forward to meeting you at the FDA12, in Nanjing, China.
---------Organizing Committee of FDA12
﹛
﹛
﹛
ㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜ
IFAC Joint Conference Symposium system Structure and Control Workshops
Time-delay systems and Fractional Differentiation and Its application
﹛
Grenoble, France, February 4-6, 2013
﹛
SCOPE: This ※Joint Conference§ gathers all the activities of IFAC TC 2.2 Linear
Control Systems: Control and structure, Time-delay systems and Fractional
differentiation.
The aim is to bring together experts working in systems and control to discuss
new trends, exchange new ideas, establish fruitful contacts, and promote
interactions among the various fields of interest. Applications and industry
papers are encouraged.
The conference will be organized in 4 tracks
• Track A: Control Theory
Linear systems, switching systems, LPV systems, sampled-data systems, nonlinear
systems, systems with saturation, uncertain systems, polynomial systems,
positive systems, identification, structural approaches, MIMO control, robust
control, predictive control, model reduction, observers.
• Track B: Control Applications
Automotive, robotics, chemical processes, biological systems, energy and
nuclear, sustainable development, numerical issues in control, network
controlled-systems.
• Track C: Time-Delay Systems
Modeling and identification, stability and stabilization, robustness issues,
observation, control design, infinite dimensional systems, distributed parameter
systems.
• Track D: Fractional Differentiation and Applications
Analysis tools, biomedical engineering, fractional earth science, fractional
filters, fractional order modeling and control, fractional transforms and their
applications, filtering, image processing, mechanics, observation, wavelet
applications, Electrochemistry, Thermal systems, Economy, Mathematics.
IMPORTANT DATES (deadlines):
Invited session submission: June 1, 2012
Regular Paper Submission: June 15, 2012
Notification of acceptance: September 15, 2012
Final Paper Submission: November 1, 2012
NATIONAL ORGANIZING COMMITTEE: O. Sename (NOC Chair), P. Tona (NOC Vice-Chair
Industry), J. Zaytoon (NMO representative, SEE, janan.zaytoon@univ-reims.fr),
M-R. Alfara, A. Bratcu, T. Champier, M. Di Maria, L. Dugard, H. El Mansouri, D.
Koenig, J.每J. Martinez-Molina, S. Mocanu, C. Prieur, A. Voda, E. Witrant.
﹛
﹛
==========================================================================
New Books
ㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜ
﹛
This book is based on a series of lecture notes for a
graduate course in the Department of Statistics and Probability at Michigan
State University. The goal is to prepare graduate students for research in the
area of fractional calculus, anomalous diffusion, and heavy tails. The basic
ideas of fractional calculus and anomalous diffusion are introduced in the
context of probability theory. The book includes vector models with anisotropic
fractional derivatives. Althoug the book contains complete methematical details,
it is written in a style that should be appealing to engineers and scientists.
Each section of the book provides material roughly equivalent to one lecture.
Each section begins by outlining the main ideas, witht examples. Then the
mathematical details are collected at the end of each section. The book also
contains R codes for simulation and computation, along with step-by-step
instructions. .
Contents:
♂ Introduction
♂ Fractional Derivatives
♂ Stable Limit Distributions
♂ Continuous Time Random Walks
♂ Computations in R
♂ Vector Fractional Diffusion
♂ Applications and Extensions
﹛
﹛
ㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜ
Fractional Dynamics and Control
﹛
(Dumitru Baleanu, Jos谷 Ant車nio Tenreiro Machado and Albert C. J. Luo)
Fractional Dynamics and Control provides a comprehensive overview of recent advances in the areas of nonlinear dynamics, vibration and control with analytical, numerical, and experimental results. This book provides an overview of recent discoveries in fractional control, delves into fractional variational principles and differential equations, and applies advanced techniques in fractional calculus to solving complicated mathematical and physical problems. Finally, this book also discusses the role that fractional order modeling can play in complex systems for engineering and science.
l Discusses how fractional dynamics and control can be used to solve nonlinear science and complexity issues
l Shows how fractional differential equations and models can be used to solve turbulence and wave equations in mechanics and gravity theories and Schrodinger*s equation
l Presents factional relaxation modeling of dielectric materials and wave equations for dielectrics
l Develops new methods for control and synchronization of factional dynamical systems
Fractional Dynamics and Control is an ideal book for scholars, researchers and advanced technical members of industrial laboratory facilities, for developing new tools and products in the field of nonlinear dynamics and control.
Contentsㄩ
Part I Fractional Control
l A Formulation and Numerical Scheme for Fractional Optimal Control of Cylindrical Structures.
l Neural Network Assisted PIlDm Control.
l Application of Backstepping Control Technique to Fractional Order Dynamic Systems.
l Parameter Tuning of a Fractional-Order PI Controller Using the ITAE Criteria.
l A Fractional model predictive control for fractional order systems.
l A note on the sequential linear fractional dynamical systems from the control system view point and L2 theory.
l Stabilization of Fractional Order Unified Chaotic Systems via Linear State Feedback Controller.
Part II Fractional Variational Principles and Fractional Differential Equations
l Fractional variational calculus for non-differentiable functions.
l Fractional Euler-Lagrange differential equations via Caputo derivatives, Ricardo Almeida.
l Strict Stability of Fractional Perturbed Systems in Terms of Two Measures.
l Initial Time Difference Strict Stability of Fractional Dynamic Systems.
l A Fractional Order Dynamical Trajectory Approach for Optimization Problem with HPM.
Part III Fractional Calculus in Mathematics and Physics
l On the Hadamard type fractional differential system.
l Robust Synchronization and Parameter Identification of Fractional Order Unified Chaotic System.
l Fractional Cauchy problems on bounded domains: survey of recent results.
l Fractional analogous models in mechanics and gravity theories.
l Schrodinger equation in fractional space.
l Solutions of wave equations in fractional dimensional space.
l Fractional exact solutions and solitons in gravity.
Part IV Fractional Order Modeling
l Front propagation in an autocatalytic reaction-subdiffusion system.
l Numerical Solution of A Two Dimensional Anomalous Diffusion Problem.
l Analyzing Anomalous Diffusion in NMR Using a Distribution of Rate Constants.
l Using fractional derivatives to generalize the Hodgkin-Huxley model.
l An Application of Fractional Calculus to Dielectric Relaxation Processes.
l Fractional wave equation for dielectric medium with Havriliak-Negami response.
﹛
﹛
﹛
==========================================================================
Journals
ㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜ
Volume: 19, Issue: 4 (December 2011)
Articles
FLOW OVER FRACTALS: DRAG FORCES AND NEAR WAKES
HYUNG SUK KANG, DUANE DENNIS and CHARLES MENEVEAU
DOI No: 10.1142/S0218348X1100549X, Page: 387-399
FRACTAL ANALYSIS OF SOIL PORE VARIABILITY WITH TWO DIMENSIONAL BINARY IMAGES
R. UTHAYAKUMAR, G. AROCKIA PRABAKAR and S. ABDUL AZIS
DOI No: 10.1142/S0218348X11005567, Page: 401-406
REMOTE-SENSING EXPERT CLASSIFICATION OF LAND USE/LAND COVER TYPES USING FRACTAL DIMENSIONS OVER A SUBTROPICAL HILLY REGION IN CHINA
JI ZHU, ZIYU LIN and XIAOZHOU LI
DOI No: 10.1142/S0218348X11005452, Page: 407-421
FRACTAL DIMENSION OF THE DROSOPHILA CIRCADIAN CLOCK
HASSAN M. FATHALLAH-SHAYKH
DOI No: 10.1142/S0218348X11005476, Page: 423-430
RECURRENT TWO-DIMENSIONAL SEQUENCES GENERATED BY HOMOMORPHISMS OF FINITE ABELIAN p-GROUPS WITH PERIODIC INITIAL CONDITIONS
MIHAI PRUNESCUDOI No: 10.1142/S0218348X1100552X, Page: 431-442
EFFECT OF LINEAR AND NONLINEAR FILTERS ON MULTIFRACTAL DETRENDED CROSS-CORRELATION ANALYSIS
JIE SONG and PENGJIAN SHANG
DOI No: 10.1142/S0218348X11005464, Page: 443-453
ON MINKOWSKI MEASURABILITY
F. MENDIVIL and J. C. SAUNDERS
DOI No: 10.1142/S0218348X11005506, Page: 455-467
PIEZOELECTRIC ULTRASONIC TRANSDUCERS WITH FRACTAL GEOMETRY
A. J. MULHOLLAND and A. J. WALKER
DOI No: 10.1142/S0218348X11005555, Page: 469-479
CONNECTIVITY PROPERTIES OF SIERPIŃSKI RELATIVES
T. D. TAYLOR
DOI No: 10.1142/S0218348X11005531, Page: 481-506
AUTHOR INDEX VOLUME 19 (2011), Page: 507-509
﹛
﹛
﹛
========================================================================
Researchers & Groups
ㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜ
﹛
Technical University of Kosice, Slovakia.
A
Short Outline of His Life
Professor of Process Control,
BERG Faculty, Technical University of Kosice, Slovakia. He works on theories of
fractional calculus, integral transforms, integral equations, orthogonal
polynomials, special functions and its applications on viscoelasticity, heat
conduction, fracture mechanics, dynamics and control systems. He is associate
editor of Journal of Mathematical Analysis and Applications and Applied
Mathematics and Computation, and member of American Mathematical Society,
Mathematical Association of America and IEEE.
Degrees and Titles:
CSc (PhD) , Differential equations and mathematical physics, Odessa State
University, Odessa, Ukraine (former USSR), 1989;
RNDr, Applied mathematics, Comenius University, Bratislava, 1990;
University Docent habilitation, Process control, Technical University of
Kosice, 1995;
University Professor, Title awarded by the President of the Slovak Republic,
2001;
DrSc, Applied mathematics, advanced (or higher) doctorate, awarded by the
Slovak Technical University, 2010.
﹛
Selected Publications
1. Podlubny, I., Fractional-Order Systems and PI竹D米 -Controllers, IEEE
Transactions on Automatic Control, 1999, 44(1): 208每213.
2. I. Podlubny, Fractional Differential Equations. Academic Press, 1999.
3. Podlubny, I., Geometric and Physical Interpretation of Fractional Integration
and Fractional Differentiation, Fractional Calculus and Applied Analysis, 2002,
5(4): 67每386.
4. Vinagre, B. M., Petras, I., Podlubny, I. and Chen, Y. Q., Using Fractional
Order Adjustment Rules Fractional Order Reference Models in Model-Reference
Adaptive Control, Nonlinear Dynamics, 2002, 29(1-4): 269每279.
5. Podlubny, I., Petras, I., Vinagre, B.M., O'Leary P. and Dorcak L., Analogue
Realizations of Fractional-order Controllers, Nonlinear Dynamics, 2002, 29(1-4):
281每296.
6. Chen, YQ., Vinagre, B.M. and Podlubny, I., Continued Fraction Expansion
Approaches to Discretizing Fractional Order Derivatives〞an Expository Review.
Nonlinear Dynamics, 2004, 38(1每2): 155每170.
7. Heymans, N. and Podlubny, I., Physical interpretation of initial conditions
for fractional differential equations with Riemann-Liouville fractional
derivatives, 2006, Rheologica Acta, 45(5): 765每772.
8. Chen YQ, Ahn HS, Podlubny I., Robust stability check of fractional order
linear time invariant systems with interval uncertainties. Signal Processing,
2006, 86(10): 2611-2618.
9. Li Y., Chen YQ, Podlubny I., Mittag每Leffler stability of fractional order
nonlinear dynamic systems, 2009, 45(8): 1965-1969.
﹛
﹛
==========================================================================
Toolbox
ㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜ
by Igor Podlubny, 17 Oct 2005
(From Matlab Central, Updated 25 Mar 2009)
Description
This is a
MATLAB routine for evaluating the Mittag-Leffler function with two parameters
(sometimes also called generalized exponential function).
The Mittag-Leffler function with two parameters plays an important role and appears frequently in solutions of fractional differential equations (i.e. differential equations containing fractional derivatives).
Usage: MLF(alpha,beta,Z,P) is the Mittag-Leffler function E_{alpha,beta}(Z) evaluated with accuracy 10^(-P) for each element of Z.
Update 2009-03-25: (1) Now Z can also be a two-dimensional array. (2) Addressed the issue reported by Li Jackie. It was caused by rounding errors during computations.
Download
http://www.mathworks.fr/matlabcentral/fileexchange/8738-mittag-leffler-function
﹛
﹛
==========================================================================
Jobs
ㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜ
A permanent position of Head of R&D projects at BRGM on Water Quality
﹛
Job location and estimated date of taking office:
EAU 每 QAL 每 Orl谷ans (France) 每 1st quarter 2012
Training 每 Experience:
You are a graduate engineer and/or a Ph.D. in hydrogeology or environmental geochemistry with strong background on the water quality and you have 10 years of professional experience in the field of understanding of the transport of contaminants (organic and inorganic) in the different compartments of surface and underground water systems (reactive geochemistry), building and management of research and public service projects.
Context and contribution of the position:
Within the framework of the development of research, public service and international projects of the Water Quality Unit (QAL), focused on research on organic and inorganic pollutants transfer within surface and underground water systems under various constraints (including global and climate changes), you will be mainly responsible to:
- Initiate, manage and conduct research projects and public service by developing and strengthening partnerships with funding agencies (EU, NAR, Ministries, Government Departments, local and regional authorities, industrials, international funding, etc.),
- lead and manage the project program focused on "water quality of hydrosystems",
- apply the team skills for developing and implementation of specific projects within the French network of regional geological surveys, with other BRGM divisions, engage partners from academic research as well as partners of SMEs and industrials (through activities of the national Water Poles, i.e., WATER, DREAM and HYDREOS),
- promote the results of R & D projects by scientific publications, communication materials and popularization documents and, suggest new topics for thesis, post doc, ...
- carry out scientific expertise in accordance with the BRGM charter of the expertise,
Competences and required qualifications:
- open mind to all disciplines of water and environment (diffuse pollution, nitrates, pesticides, emerging pollutants, #);
- strategic vision on the topic of water quality, national and international academic research network;
- good background on hydrogeochemistry/hydrogeology, the functioning of the unsaturated 每 saturated zone continuum of hydrosystems and aquifer vulnerability;
- hydrodynamic modelling (conceptual and global models, numerical models), functioning characterization of the various compartments of hydrosystems;
- ability to initiate/lead the assembly of new and innovative projects;
- knowledge of national and European regulations on the preservation of water quality and delivery in good chemical and ecological status of water bodies (i.e., EU Water Framework Directive, etc.);
- good communication skills, teamwork, and lead a project team;
- good practice in project management and writing scientific papers, technical reports;
- good fluency in English and good level in French (oral and written);
Map of BRGM jobs: Project Manager 2
► Thank you for sending your application and current CV before November 30, 2011 to Ms. Anita SLANSKY,
DRH/MCR by e-mail (a.slansky@brgm.fr)
For more information and to obtain the complete description of the position, you can contact Nathalie Dörfliger (n.dorfliger@brgm.fr) or Mohamed Azaroual (m.azaroual@brgm.fr). The Human Resources Direction of BRGM reserves the right not to consider applications from employees with less than three years of experience in their position.
﹛
﹛
ㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜㄜ
Research Assistant Professor Position in Fracturing Laboratory Experiments
﹛
The Department of Petroleum Engineering at Colorado School of Mines is seeking a research assistant professor to work on a research project funded by RPSEA and the US Department of Energy on developing cryogenic fracturing technology for shale and tight gas reservoirs. This work is part of a $4.5 million project to test the feasibility of cryogenic fracturing fluids in laboratory settings and expand the concept to field applications. Partners in the project include the Colorado School of Mines Petroleum Engineering Department, Lawrence Berkeley National Laboratories, Pioneer Natural Resources, and Carbo Ceramics. The tasks for the postdoctoral researcher include:
1) Develop and carry out various laboratory fracturing experiments using cryogenic fluids;
2) Model the effects of cryogenic fluids interaction with various materials including porous media; and,
3) Investigation of scaling laboratory results to field scale.
The position will start on approximately February 1, 2012. An initial annual salary of $60K is offered, plus full employee benefits. The appointment will be made initially for three (3) years (2012-2014) with the potential to be extended past 2014. The research position is expected to work with Dr. Yu-Shu Wu, Dr. Xiaolong Yin, and Dr. Jennifer Miskimins in the Petroleum Engineering Department and interact with Dr. Timothy J. Kneafsey in the Lawrence-Berkeley National Laboratory.
Required Skills:
Experience in laboratory fracturing processes and the associated fundamental rock mechanics and thermodynamics. Scaling of laboratory processes to reservoir/field levels. Good understanding of fundamental continuum mechanics rock mechanics, heat transfer, and phase behavior of liquid cryogenic gases. Good communication and presentation skills.
Desired Skills:
Experience with MATLAB.
Recently graduated PhD students without all of the required skills but are exceptional in research capability and initiative will be considered. There is no specific requirement on the major of applicants but the following disciplines are preferred: Mechanic, Chemical and Civil Engineering; Soil and Environmental Science and Engineering, and Geological and Petroleum Engineering.
Interested applicants please submit an electronic CV to Dr. Yu-Shu Wu via email (ywu@mines.edu). The CV should include two references where recommendations will be sought. Application review begins now and will continue until the position is filled.
Dr. Yu-Shu Wu
Professor
Petroleum Engineering Department
Colorado School of Mines
﹛
﹛
========================================================================
=======================================