Triaxial testing; pore pressure measurement, effective stress tests, stress path testing. Prerequisite: Consent of the instructor. CE 531 Advanced Soil Mechanics (3+0+0) 3 ECTS 8 (Ileri Zemin Mekanigi) Overview of basic soil mechanics. Mathematical concepts and relationships for defining and characterizing granular media. Stress tensor, principal stresses, strains, continuum mechanics notation. Particle-continuum duality. Stiffness, dilatancy, betwoon strength. Failure criteria. Hatta bir adım ilerisini düşünürsek üretilen betwoon hemen her ürüne ‘tasarım’ ön adı eklenerek pazarlanmaya başladı.
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Human factors; discrete driver-performance, continuous driver performance, braking performance, speed and acceleration performance, and specific maneuvers at the guidance level. Response distances and times to traffic control devices. Obstacle and hazard detection, recognition, and identification. Gap acceptance and merging. Use of Kalman filter and Extended Kalman filter in estimation of traffic flow variables on freeways. Prerequisite: Consent of instructor. Türkçe dublaj yabancı diziler izle.
Total Credits: 24 Total ECTS: 240. * ECTS and credit hours specified are the minimum required values. ** ‘CE 503 Mathematical Methods in Engineering’ is required for all doctoral students; if this course was completed during a student’s MSc studies, another elective course, including CE 699, may be chosen to fulfill the ‘Restricted Elective’ requirement. *** Qualifying Exams are conducted in accordance with the rules and regulations specified by the Department and announced before each exam. **** Additional requirement for graduation: An article related to doctoral studies published (or accepted for publication) in a scientific journal indexed by SCIE/SSCI. COURSE DESCRIPTIONS. CE 501 The Boundary Element Method (3+0+0) 3 ECTS 8 (S?n?r Elemanlar? Yontemi) Green's functions; the BEM for Laplace's equation; constant, linear and higher order elements; numerical analysis and integration; application to ground water flows; Poisson's equation, Monte Carlo integration; methods for the transformation of domain integrals to boundary integrals, particular solutions, Galerkin vector approach, multiple reciprocity, Fourier expansions; the dual reciprocity method, application to convective problems, Helmholtz equation, Burger's equation and the Navier-Stokes equation.
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