41. FT - RDC - Institute Of Soil Mechanics And Rock Mechanics -- Division Of Rock Me rock mechanics laboratory testing of intact rock, joints and rock and petroleum engineeringexploration, investigation programmes, statical calculations (lining http://www.uni-karlsruhe.de/~ibk/FEB/VII_16_e.html

Institute of Soil Mechanics and Rock Mechanics Division of Rock Mechanics main areas of research engineering geology properties of rocks and rock masses, weathering, loosening, swelling, site investigations in-situ-measurements borehole-TV, stress and deformation measurements, large scale testing rock mechanics laboratory testing of intact rock, joints and rock masses (standard testing, large scale testing in multi-stage technique, dynamical testing), oriented swelling tests, temperature controlled tests from -40 °C to +300 °C, creep and relaxation tests, compaction tests of back fill materials, model testing rock anchors bearing capacity and corrosion problems of ancors and rock bolts, analysis of systematical ancoring, anchor monitoring surface rock engineering stabilisation of slopes, excavation pits and foundations (retaining walls, ancoring, rock nailing, dowelling, drainage, injections, monitoring) tunneling, shaft sinking, mining, gas and petroleum engineering exploration, investigation programmes, statical calculations (lining, bearing ring, frozen ground), field monitoring, tunnel and shaft sanitation, room-and-pillar-systems, underground waste disposal, injections, borehole stability investigation calculation methods and computing development and application of analytical and numerical calculation methods (simulation of construction states and final states), software development, FEM, BEM, CAD, theta

42. STRUCTURAL MECHANICS CE10A mechanics of Solids. top. Weighting 4 Credits. top. Topics Covered Introductoryconcepts, equilibrium and compatibility, statical determinacy; Analysis http://www.eng.uwi.tt/depts/civil/ugrad/courses/21a.html

CE21A: Structural Mechanics Course Instructor Course Aims Objectives Instructional Sequence ... Text Books and References Course Instructor: Dr. Ian Khan Kernahan top Course Aims: The aim of the course is to provide an understanding of the applications of structural mechanics. top Objectives: The student will: 1. Be introduced to the basic concepts of structural mechanics. 2. Be able to solve problems involving structural elements such as beams trusses and columns using classical manual methods. 3. Be able to generate solutions to practical problems like continuous beams and frames without sidesway using modern-based analysis. 4. Learn how to idealize structures for the purpose of analysis, including qualitative analysis. 5. Be able to check results of a refined analysis using approximate techniques. 6. Be encouraged to pursue further study by undertaking a mini-project. top Instructional Sequence: Lecture/Tutorial(hrs) Module Text Reference Equilibrium and determinacy. Analysis of beams. Columns. Energy concepts.

43. HES2120 - Structural Mechanics HES2120 Structural mechanics. Structural behaviour (8%) * Modelling of structures;equilibrium, statical and kinematic determinacy; stability of structural http://domino.swin.edu.au/cd31.nsf/57756f855c3e84d8ca256639007bb9a3/de70c4c6cf07

44. Applied Mechanics MINE1300 Applied mechanics. Statics definition of force and moment, static equilibriumof rigid bodies, statical equivalence of systems of forces, centre of http://www.student.unsw.edu.au/handbook/courses/MINE1300.shtml

About NSS Online Web site feedback Printable Version MINE1300 Applied Mechanics Faculty Faculty of Engineering School School of Mining Engineering Contact Hagan,Paul Campus Kensington Campus Course Outline To provide students with an understanding of the basic engineering principles governing the statics, kinematics and dynamics of rigid bodies as applied to mechanical components. Statics: definition of force and moment, static equilibrium of rigid bodies, statical equivalence of systems of forces, centre of mass, centroid, centre of pressure, frictional forces. Kinematics: linear and angular motion, motion in a plane, relative displacement, velocity and acceleration. Dynamics: equations of motion for rigid body, work and energy, impulse and momentum, strain energy. Career Undergraduate Units of Credit Contact Hours per Week Offered Session One 2003 HECS Band Resources My Course (Online Library resources) Last Modified: Monday, 17-Mar-2003 09:56:12 EST

45. MINE0010 APPLIED MECHANICS APPLIED mechanics. Staff Contact Dr. J. Watson. Statics definition of force;free body diagrams; static equilibrium of rigid body; statical equivalence of http://www.mines.unsw.edu.au/subject_descriptions/mine1010.htm

MINE1010 APPLIED MECHANICS Staff Contact - Dr. J. Watson Statics: definition of force; free body diagrams; static equilibrium of rigid body; statical equivalence of systems of forces; centre of mass, centroid, centre of pressure; friction: clutch, screwjack, belt drive. Kinematics: rectilinear and angular motion; motion in a plane; relative displacement, velocity and acceleration; gear trains and linkages. Dynamics: equations of motion for particle and rigid body; work and energy; impulse, momentum and impact.

46. MINE0010 APPLIED MECHANICS APPLIED mechanics. Staff Contact Dr. J. Watson. Statics definition of force;free body diagrams; static equilibrium of rigid bodies; statical equivalence of http://www.mines.unsw.edu.au/subject_descriptions/mine0010.htm

MINE0010 APPLIED MECHANICS Staff Contact - Dr. J. Watson Statics: definition of force; free body diagrams; static equilibrium of rigid bodies; statical equivalence of systems of forces; centre of mass, centroid, centre of pressure; friction: clutch, screwjack, belt drive. Kinematics: rectilinear and angular motion; motion in a plane; relative displacement, velocity and acceleration; gear trains and linkages. Dynamics: equations of motion for particle and rigid body; work and energy; impulse, momentum and impact.

47. Technical Mechanics, COURSE UNIT DESCRIPTION couples, distributed forces, conditions of equilibrium, basic principles of mechanics,systems of girders (beams), bearing types, statical determinable and http://www.et.hs-wismar.de/~schott/HTECE.HTM

UNIVERSITY OF WIMAR INTEGRATED CREDIT SCHEME COURSE UNIT DESCRIPTION Course title Technical Mechanics Course code EuI ***** Time period 3. semester (WS) Lectures 2 hours per week Tutorials 1 hour per week Practicals Total contribution 30 hours Private studies Credits 3 points Course Leader Prof. Dr. rer. nat. habil. Dieter Schott Department Electrical Engineering and Informatics Contact Building 16, Room 105, Tel: 322, Email: d.schott@et.hs-wismar.de Status of the course obligatory for students of Electrical Engineering (partly suitable for students of other technical branches) Prerequisites Basic knowledge of Mathematics and Physics (2 semester course for each subject) Co-requisites none Recommended Prior studies Course EuI *****Mathematics Course EuI *****Physics Recommended Co-studies none Barred combinations none Teaching method Lectures supported by transparencies, Exercises with discussion of prepared and unprepared tasks Teaching aids Copies of transparencies and tasks are distributed to the students Examination method written examination of 90 minutes, divided in a question part of 30 minutes without any aids and a task part of 60 minutes, where pocket calculators and collection of formulas are admissible

48. KVV Stage I Studies (Pre-Diploma): Engineering Mechanics, Part I: Statics force groups on a rigid body, multiple part systems, statical determination; Schnack,Türke Engineering mechanics, Part I Statics, lecture script(in english); http://itm-serv.itm.uni-karlsruhe.de/VORL/eng-tm1-sch.htm

Engineering Mechanics, Part I: Statics Technische Mechanik I Prof. Dr.-Ing. E. Schnack Lecture Exercises Practical Hours per week Hours total Section of studies Stage I Studies (Pre-Diploma) Semester Winter Credit Points (ECTS) compulsory / optional subject : 6/- Objectives: The lecture presents the basic principles for the evaluation of static systems in engineering. Starting with a physical definition of force, different equilibrium systems are analyzed. This includes plane as well as three dimensional force groups acting on a point or on a rigid boby. Another point of main emphasis is the evaluation of internal forces and moments in plane and three dimensional structures. This includes the analysis of frames and trusses. In addition to the equilibrium axiom the principle of virtual work in the context of analytical statics is introduced. In weekly exercises the students learn to apply the principles to concrete technical problems. Table of Contents: Plane forces: equilibrium axiom, graphical solution, free body diagram, moment of a force, plane force groups on a rigid body, multiple part systems, statical determination Three dimensional force groups Internal forces and moments: distributed loads at beams and frames, structures with three dimensional load

49. PhD Student Jaw Joint Mechanics jh.koolstra@AMC.UVA.NL Subject PhD student Jaw Joint mechanics MIMEVersion jointhas been developed which can be used to analyse statical loading situations http://isb.ri.ccf.org/biomch-l/archives/biomch-l-2000-10/00063.html

50. CYCLE BASES OF GRAPHS AND APPLICATIONS IN STRUCTURAL MECHANICS, By: A. Kaveh And Some applications of cycle bases in structural mechanics are discussed. KeywordsForce method, flexibility matrices, statical bases, sparsity, graph theory http://hafez.shirazu.ac.ir/~journals/a22/223_10.htm

CYCLE BASES OF GRAPHS AND APPLICATIONS IN STRUCTURAL MECHANICS A. Kaveh AND G.R. Roosta Iran University of Science and Technology, Tehran-16, Iran Building and Housing Research Center, Tehran-13, Iran Abstract- An efficient algorithm is presented for the formation of cycle bases of graphs corresponding to sparse cycle-member incidence matrices, leading to the formation of highly sparse flexibility matrices. The algorithm presented employs a new expansion process and uses an efficient graph-theoretical method for controlling the independence of the selected cycles. Some applications of cycle bases in structural mechanics are discussed. Keywords- Force method, flexibility matrices, statical bases, sparsity, graph theory, optimization, non-linear analysis

51. CIVLE208:Structural Mechanics This course is a continuation of Structural mechanics course unit e201. basic principlesof elastic analysis; statical and kinematical indeterminacy; virtual http://www.civeng.ucl.ac.uk/teaching/Subjects/e208.htm

CIVLE208: Structural Mechanics Lecturer: Professor J G A Croll Course Overview This course is a continuation of Structural Mechanics course unit e201. The objectives are to develop a deeper understanding of the fundamentals of engineering structural behaviour and its analysis using both elastic and plastic mathematical models. Elastic modelling will include: 2-dimensional elasticity; non-standard problems of bending and torsion; thin-walled sections; behaviour of framed structures under working loads; and the nonlinear behaviour and stability of structural columns. The concepts and theorems of plasticity will be introduced and their use in predicting the collapse behaviour of ductile framed structures will be developed. Syllabus bending of non-symmetric sections, torsion of thin-walled sections qualitative structural analysis basic principles of elastic analysis; statical and kinematical indeterminacy

52. Faculty Of Hydrotechnics - Department "Theoretical Mechanics" Axioms of mechanics. Equivalent systems of forces. Graphical methods in statics.Geometric unchangeability and statical determinativeness. Friction. http://www.uacg.bg/UACEG_site/fhe/fhe_eTM.html

Faculty of Hydrotechnics Department : THEORETICAL MECHANICS E-mail : mechanic_fhe@uacg.bg E-mail àäðåñ Phone Room Head of Department: Assoc. Prof. Dr. Eng. Iavor Dobrev Mihov mihov_fhe@uacg.bg Prof. DSc Eng. Sava Dimitrov Kisliakov kisli_fhe@uacg.bg Prof. DSc Eng. Rumen Iordanov Kiurkchiev kurkchev_fhe@uacg.bg Prof. Dr. Eng. Vasil Antonov Aleksandrov v_alex_fhe@uacg.bg Prof. Dr. Eng. Petar Totkov Kolev Prof. Dr. Eng. Mihail Mihailov Kishkilov kiskilov_fhe@uacg.bg Prof. DSc Eng. Kosta Apostolov Mladenov mladenov_fhe@uacg.bg Prof. DSc Eng. Ivo Borisov Stefanov stefanov_fhe@uacg.bg Assoc. Prof. Dr. Eng. Vasil Konstantinov Drumev Chief Assist. Prof. Dr. Eng. Konstantin Georgiev Gatzov k_gatzov_fhe@uacg.bg Chief Assist. Prof. Dr. Eng. Stefan Georgiev Ganchev sgg_fhe@uacg.bg Chief Assist. Prof. Dr. Eng. Veselina Vasileva Pantofchieva pantoff_fhe@uacg.bg Chief Assist. Prof. Eng. Emil Borisov Hadjidochev hdochev_fhe@uacg.bg Chief Assist. Prof. Dr. Eng. Svetlana Velkova Lilkova - Markova lilkova_fhe@uacg.bg Chief Assist. Prof. Dr. Eng. Viktor Iliev Rizov v_rizov_fhe@uacg.bg

53. SOLID MECHANICS - DCAMM 11th Nordic Seminar on Computational mechanics, KTH Royal Institute of Technology,Stockholm, pp. statical and Bayesian Methods in Hydrological Sciences (eds. http://www.fam.dtu.dk/dcamm_html/aarsrap98.html

DCAMM Annual Report 1998 FOREWORD This annual report about 1998 contains information on publications, seminars and guests. In addition we have printed a list of the DCAMM reports number 1-612 including the available final references and also a list of the DCAMM S-reports number S1-S84. The report serves mainly as reference and documentation for accomplishes activities. Information on the actual activities are available on our homepage: www.fam.dtu.dk and on the homepages of the cooperating departments of the center. In 1998 the DCAMM Graduate Research School gave 7 advanced courses: Variational Methods in Applied Mechanics, 12-21 Jan. 1998. Continuum Mechanics, finite Strain Plasticity and Fracture Mechanics, 21-30 Jan. 1998. Computational Rolling, Forming and Welding Mechanics, 15-23 Jun. 1998. Constitutive Modelling of Engineering Materials, 15-23 Jun. 1998. Advanced Topics in Structural Optimization, 25 Jun. - 3 Jul. 1998. Iterative and Finite Element Multigrid Methods, 25 Jun. - 3 Jul. 1998. Experimental Fluid Dynamics and Data Interpretation, 19-28 Aug. 1998. The school was visited by 7 Guestprofessors, 7 Gueststudents and 168 Courseparticipants. An international evaluation of the activities of the school was very positive. Also this year, I thank our international contacts for their support and inspirations.

54. Module B9 - Continuum Mechanics Understand the statical and kinematic shakedown theorems. ASSESSMENT. MaterialFormat Timing Marks. Shelfmark. FUNG, YC FOUNDATIONS OF SOLID mechanics FA 61. http://www.eng.cam.ac.uk/syllabus/97/IIB/groupB/B9.html

Module B9 - Continuum Mechanics Leader: Dr W J Stronge 16 lectures (including examples) Timing: Michaelmas term Prerequisites: G4 strongly advised AIMS This is an advanced course in continuum solid mechanics, building on material covered in the Part IIA course G4. The aim of the course is to develop a more in-depth understanding of analytical techniques employed in continuum solid mechanics, with particular emphasis on the response of elastic and plastic bodies. LECTURE SYLLABUS Preliminaries (2L, Dr W.J. Stronge) Cartesian tensor notation and rules; kinematics of deformation - compatibility relationships; equilibrium of stresses; principle of virtual work. Elasticity (6L, Dr W.J. Stronge) Theorems of minimum complementary energy and minimum total potential energy; complex variable methods; analysis of mixed boundary value problems - cracked bodies, contact problems, bodies containing ellipsoidal inhomogeneities, interface problems. Plasticity (8L, Dr T.J. Lu ) Constitutive relationships - Drucker's stability postulate, normality and convexity conditions, yield criteria, flow rules, strain-hardening materials, flow and deformation theories of plasticity; limit analysis theorems; slip-line field theory; shakedown theorems; the solution of boundary value problems - metal forming, contact problems, cracked bodies, the plastic response of porous bodies. OBJECTIVES On completion of the module students should: * Have a working knowledge of Cartesian tensor notation;

55. Springer LINK: Archive Of Applied Mechanics - Abstract Volume 71 Issue 6/7 (2001 Archive of Applied mechanics. behavior of long railway bridges due to braking forceshave been done by measurements in situ, 2, and by statical, 3, 4, as http://link.springer-ny.com/link/service/journals/00419/bibs/1071006/10710453.ht

Archive of Applied Mechanics ISSN: 0939-1533 (printed version) ISSN: 1432-0681 (electronic version) Table of Contents Abstract Volume 71 Issue 6/7 (2001) pp 453-462 Spectral assessment of mesh adaptations for the analysis of the dynamical longitudinal behavior of railway bridges J. Toth (1), P. Ruge (2) (1) Institute for Transportation Technologies, Department of Civil and Environmental Engineering, FAMU-FSU College of Engineering, Tallahassee, FL 32310, USA (2) Institute of Dynamics of Structures, Department of Civil Engineering, Dresden University of Technology, D-01062 Dresden, Germany E-mail: ruge@rcs.urz.tu-dresden.de Fax: 0351 463 4096 Received 30 August 1999; accepted for publication 26 September 2000 Summary p -properties on the other by means of global indication. Keywords Article in PDF format (164 KB) Online publication: July 23, 2001 LINK Helpdesk

56. Teor Mechanics courses of studies theoretical mechanics, fundamentals of continuum mechanics,theory of out the methods for solving the problems of statical and dynamical http://www.virt.com/mmf/english/teor_mech_1.htm

Back Faculty - The theoretical and applied mechanics Summary about department’s collaborators LOBODA Volodymyr Vasilievich: The department’s header, physic-mathematical Doctor of science, professor. He lectures on: theory of elasticity, numerical methods,BEM, FEM, fracture mecanics of composite materials.Graduate students are directed by him. Scientific researches are on: problems of theory of elasticity for solids with singular points, fracture mechanics. SHVAIKO Nikolai Yurievich: Physic-mathematical Doctor of science, professor. He lectures general and specific subjects: the theoretical mechanics, the material’s resistance and elements of building mechanics, the elasticity and plasticity theory. Graduate students are directed by him. Scientific researches are on: the plasticity theory, the stability of construction elements for complicated application of load. CHERNYAKOV Yuri Abramovich: Physic-mathematical Doctor of science, professor. He lectures on: the theoretical mechanics, the stability of deformable systems, the creep theory, foundations of stability theory, the non-linear fracture mechanics, the mathematical modeling of mechanical systems and processes. Graduate students are directed by him. Scientific researches are on: the plastic medium mechanics.

57. Publications Analysis of the statical Problems of a Hanging Net with Geometrical Imperfections.I Conference on Random Problems in Structural mechanics, Gdañsk 1980, pp. http://www.pg.gda.pl/~klosow/english/publtext.htm

PUBLICATIONS LIST AND LINKS TO SUBJECTS: 1. QUALIFICATION WORKS (Ph D D. Sc. 2. PUBLICATIONS (after PhD) ... 5. PUBLICATIONS (before PhD) 1. QUALIFICATION WORKS (Ph D, D. Sc. Statics and Dynamics of Cable-Membrane Hanging Roofs in Materially and Geometrically Non-linear Approach . Politechnika Gdañska, Gdañsk, 1984, pp. 1-150 (in Polish). Non-linear Numerical Analysis and Experiments on Vibrations of Elasto-Viscoplastic Plates ans Shells. Monografie Politechniki Gdañskiej Vol. 8, 1999, pp. 1-201 (in Polish). 2. PUBLICATIONS (after Ph D 1. Branicki Cz. K³osowski P.: Small Free Vibrations of Hanging Roof Systems. Archiwum In¿ynierii L¹dowej Vol. 31, 3 (1985), pp. 281-294 (in Polish). 2. K³osowski P.: The Dynamicl Wind Acting on Hanging Textile Membranes. In¿ynieria i Budownictwo, 11/85 (1985), pp. 396-398 (in Polish). 3. K³osowski P.: The Stability Analysis of Non-linear Time Integration Algorithms on an Example of a Harmonic Oscillator. Zeszyty Naukowe Politechniki Gdañskiej, Vol. 44 (1987), No. 408, pp. 119-130 (in Polish). 4. K³osowski P., Schmidt R.:

58. LISTADO DE LIBROS ADQUIRIDOS Translate this page STASTICAL mechanics, KERSON HUANG, 327809. STASTICAL mechanics, KERSON HUANG, 327810.statical PHYSICS, LANDAU/LIFSHITZ, 327811. statical PHYSICS, LANDAU/LIFSHITZ, 327812. http://www.ucol.mx/acerca/coordinaciones/CGSTI/desarrollo/adqweb/pifi/resguardo_

LISTADO DE LIBROS ADQUIRIDOS Facultad de Ciencias Fecha inicial: 01/01/2002 Fecha final: 03/09/2002 TITULO AUTOR NoAd THE FOURIER TRANSFORM AND ITS APPLICATIONS BRACEWELL RONALD N. FOUNDATIONS OF ENGINEERING ACOUSTICS FAHY FRANK THE THEORY OF RINGS JACOBSON NATHAN THEORY OF ORDINARY DIFFERENTIAL EQUATIONS LEVINSON NORMAN THEORY OF ORDINARY DIFFERENTIAL EQUATIONS LEVINSON NORMAN THEORETICAL MECHANICS OF PARTICLES AND CONTINUA THEORETICAL MECHANICS OF PARTICLES AND CONTINUA THEORETICAL MECHANICS OF PARTICLES AND CONTINUA OFFICIAL METHODS OF ANALYSIS OF AOAC INTERNATIONAL HORWITZ WILLIAM OFFICIAL METHODS OF ANALYSIS OF AOAC INTERNATIONAL HORWITZ WILLIAM INTRODUCTION TO ELECTRODYNAMICS GRIFFITHS DAVID J. INTRODUCTION TO ELECTRODYNAMICS GRIFFITHS DAVID J. INTRODUCTION TO ELECTRODYNAMICS GRIFFITHS DAVID J. BLAKELY RICHARD INVESTIGACION Y EDUCACION HAYMAN JOHN INVESTIGACION Y EDUCACION HAYMAN JOHN ALGEBRA LINEAL CON APLICACIONES LEON STEVEN ALGEBRA LINEAL CON APLICACIONES LEON STEVEN ALGEBRA Y TRIGONOMETRIA CON GEOMETRIA ANALITICA SWOKOWSKI/COLE ALGEBRA Y TRIGONOMETRIA CON GEOMETRIA ANALITICA SWOKOWSKI/COLE PROBLEMARIO DE CALCULO INTEGRAL AGUILAR/CASTRO PROBLEMARIO DE CALCULO INTEGRAL AGUILAR/CASTRO CALCULO CNCEPTOS Y CONTEXTOS STEWART JAMES CALCULO CNCEPTOS Y CONTEXTOS STEWART JAMES GEOMETRIA GELTNER/PETERSON GEOMETRIA GELTNER/PETERSON MUESTRO DISEÑO Y ANALISIS LOHR SHARON MUESTRO DISEÑO Y ANALISIS LOHR SHARON ALGEBRA LINEAL Y TEORIA DE MATRICES BARBOLLA/SANZ ALGEBRA LINEAL Y TEORIA DE MATRICES BARBOLLA/SANZ CALCULUS:CALCULO CON FUNCIONES DE UNA VARIABLE CON UNA INTRODUCCION AL ALGEBRA LINEAL VOL.1

59. MECHANICS and that according to the accepted terminology of modern mechanics such phrases Asa simple example of the geometrical method of treating statical problems we http://11.1911encyclopedia.org/M/ME/MECHANICS.htm

document.write(""); MECHANICS The central and essential ceremonies of the ha~j or greater pilgrimage are those of the day of Arafa, the 9th of the’ pilgrimage month “ (Dhu’l Ilijja), the last of the Arab year; and every Moslem who is hrs own master, and can command the necessary means, is bound to join in these once in his life, or to have them fulfilled by a substitute 1 The latter perhaps was no part of the ancient omra; see SnouckHurgronje, Het Mekkaansdhe Feest (1880) p. 115 sqq. 2 The 27th was also a great day, but this day was in commemora~ tion of the rebuilding of the Ka’ba by Ibn Jubair. The statistics of the pilgrimage cannot be given with certainty and vary much from year to year. The quarantine office keeps a record of arrivals by sea at Jidda (66,000 for 1904); but to these must be added those travelling by land from Cairo, Damascus The sacrifice is not indispensable except for those who can afford it and are combining the hajj with the omra. On the similar pelting of the supposed graves of Abü LahaL and his wife (Ibn Jubair, p. 110) and of Abu Righal at Mughammas see Nöldeke’s translation of Tabari, p. 208. and Irak, the pilgrims who reach Medina from Yanbu and go on to Mecca, and those from all parts of the peninsula. Burckhardt in 1814 estimated the crowd at Arafa at 70,000, Burton in 1853 at 50,000, ‘Abd el-Razzgk in 1858 at 60,000. This great assemblage is always a dangerous centre of infection, and the days of Mina especially, spent under circumstances originally adapted only for a Bedouin fair, with no provisions for proper cleanliness, and with the air full of the smell of putrefying offal and flesh drying in the sun, produce much sickness.

60. Structurae: Aita, Danila 'Between Geometry And Mechanics: A Re Examination Of Th Aita, Danila 'Between geometry and mechanics A re examination of the principlesof stereotomy from a statical point of view'. structurae www.structurae.de, http://www.structurae.de/en/refs/items/ref04718.php

www.structurae.de Literature Browse by: Author Title Subject Journal Name Between geometry and mechanics: A re examination of the principles of stereotomy from a statical point of view Author(s): Danila Aita Medium: conference paper Conference: First International Congress on Construction History , Madrid, 20-24.01.2003 Published in: Proceedings of the First International Congress on Construction History (3 Volumes) Pages: n/a Web Site: Subjects Click here if you found an error on this page or would like to submit additional data... Google Keyword Search: structurae Web Data Submission About Structurae Contact Reference-ID: ref04718 File created on: 28/01/2003 Last Updated: 07/03/2003 Nicolas Janberg Internet Content Services . Use of structurae graphics is prohibited without prior approval.

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