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Journal of Vibration and Control, ISSN 1077-5463, 2/2016, Volume 22, Issue 3, pp. 837 - 852
Journal Article
Procedia engineering, ISSN 1877-7058, 2015, Volume 111, pp. 42 - 48
There is a solution of the problem of the stability of a compressed rod with a variable cross-section... 
Critical force | The stability of rod | Variable cross-section
Journal Article
Journal of low frequency noise, vibration, and active control, ISSN 2048-4046, 01/2019, Volume 38, Issue 2, pp. 403 - 414
.... Motivated by this limitation, an efficient accurate solution is developed for the longitudinal vibration of a general variable cross-section rod with arbitrary boundary condition... 
arbitrary boundary condition | Longitudinal vibration | non-uniform rod | Fourier series | variable cross-section area | Technology | Acoustics | Science & Technology | Potential energy | System dynamics | Vibration | Resonant frequencies | Exact solutions | Boundary conditions | Polynomials | Rods | Cross sections
Journal Article
Applied mechanics and materials, ISSN 1660-9336, 10/2011, Volume 110-116, pp. 2537 - 2547
Analytical solutions for vibration analysis of the rods with variable cross section are in general complex and in many cases impossible... 
Propagation and transmission functions | Modified wave approach | Shape modes | Natural frequencies | Variable cross section | Reflection | Analytical solution | Longitudinal free vibration of rods
Journal Article
Journal of Engineering Mechanics, ISSN 0733-9399, 09/2013, Volume 139, Issue 9, pp. 1149 - 1157
...–cross section slender rods with different moduli. Based on the variational principle, a differential equation of the deflection of these structures is derived... 
Technical Papers | Laboratory tests | Numerical simulation | Variable cross sections | Different moduli | Buckling | Semianalytical method | Engineering | Technology | Engineering, Mechanical | Science & Technology | Finite element method | Mechanics | Usage | Analysis | Civil engineering | Graphene | Mathematical analysis | Differential equations | Nonlinearity | Mathematical models | Rods | Iterative methods
Journal Article
International journal of applied mechanics, ISSN 1758-8251, 05/2018, Volume 10, Issue 4
The wave finite element method (WFEM) is developed to simulate the wave propagation in one-dimensional problem of nonhomogeneous linear micropolar rod of variable crosssection... 
microstructure | micropolar wave finite element method | nonhomogeneous rod | wave propagation | impact | Micropolar elasticity | Mechanics | Technology | Science & Technology
Journal Article
Mechanics of solids, ISSN 1934-7936, 07/2019, Volume 53, Issue 5, pp. 510 - 519
Journal Article
International journal of solids and structures, ISSN 0020-7683, 05/2016, Volume 84, pp. 64 - 81
A planar rod model with flexible cross-section has been proposed and discussed recently in literature (Guinot et al., 2012; Picault et al., 2014... 
Foldings | Flexible cross-section | Torsional warping | Tape springs | Non-linear elastic rods | Mechanics | Technology | Science & Technology | Models | Force and energy | Twisting | Mathematical analysis | Mathematical models | Kinetic energy | Springs | Three dimensional models | Cross sections | Folding | Mechanics of the structures | Physics
Journal Article
International journal of solids and structures, ISSN 0020-7683, 01/2014, Volume 51, Issue 1, pp. 111 - 121
.... The rod is assumed to be non-uniform, i.e. having variable cross-section with non-equal principal moments of inertia... 
Compressibility | Problem of Nicolai | Non-conservative loading | Cantilever rod | Dynamic stability | Pre-twisting | Mechanics | Technology | Science & Technology | Torque | Moments of inertia | Stability | Twisting | Mathematical analysis | Mathematical models | Cross sections
Journal Article
Key engineering materials, ISSN 1013-9826, 05/2016, Volume 693, pp. 504 - 510
s The longitudinal impact between rigid body and variable cross-section elastic rod with fixed boundary condition was studied, the velocity and stress distribution law during 1st impact wave period... 
Wave Propagation | Elastic Rod | Variable Cross-Section | Longitudinal Impact | Stress concentration | Stress distribution | Impact response | Mathematical analysis | Rigid-body dynamics | Boundary conditions | Cross sections
Journal Article
International applied mechanics, ISSN 1063-7095, 1/2015, Volume 51, Issue 1, pp. 102 - 107
...DOI 10.1007/s10778-015-0676-8 International Applied Mechanics, Vol. 51, No. 1, January, 2015 LONGITUDINAL VIBRATIONS OF ELASTIC RODS OF VARIABLE CROSS-SECTION... 
conical rod | stress–strain state | longitudinal impact | Mechanics | longitudinal vibrations | Applications of Mathematics | Physics | Stresses | Foundations | Vibration | Approximation | Resonant frequency | Rods | Cross sections
Journal Article
Open Engineering, ISSN 2391-5439, 06/2018, Volume 8, Issue 1, pp. 170 - 175
Bearing elements of a number of strategic equipment are limited length rods with a variable cross-section... 
convection | the length of the rod | the radius of the cross section | a heat source | variable cross-section | thermal conductivity | net rod | heat transfer
Journal Article
2015 International Conference on Mechanical Engineering, Automation and Control Systems (MEACS), 12/2015, pp. 1 - 4
Results of theoretical and experimental studies of plane wave propagation through drill rods at rotational-ramp loading are presented. 
deformation wave | coupling mechanism | Propagation | Force | nipple | rotation torque | Mechanical engineering | stroke | Stress | Couplings | screw | Finite element analysis | Mathematical model | drill rod
Conference Proceeding
05/2018
The present invention relates to an apparatus for manufacturing a pipe having a variable cross-section and a method for manufacturing a pipe having a variable cross-section using same, the apparatus comprising... 
TRANSPORTING | AUXILIARY OPERATIONS USED IN CONNECTION WITH METAL-WORKINGWITHOUT ESSENTIALLY REMOVING MATERIAL | MANUFACTURE OF METAL SHEETS, WIRE, RODS, TUBES OR PROFILES,OTHERWISE THAN BY ROLLING | PERFORMING OPERATIONS | PUNCHING METAL | MECHANICAL METAL-WORKING WITHOUT ESSENTIALLY REMOVINGMATERIAL
Patent
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