Introduction to Materials Science and Engineering at Al-Karkh University of Science

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Explore the world of materials science and engineering in the Medical Physics Department at Al-Karkh University of Science. Discover the fundamental concepts, properties, and applications of various materials such as metals, plastics, and ceramics. Delve into topics like conductivity, thermal properties, stress, and strain while learning under the guidance of Asst. Prof. Ali J. Mohammed.

  • Materials Science
  • Medical Physics
  • Engineering
  • Al-Karkh University
  • Asst. Prof. Ali

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  1. Al-Karkh University of Science College of Science Department of Medical Physics Materials Science and Nanotechnology Asst. Prof. Ali J. Mohammed Lecture One Introduction to Materials Science Medical Physics Dept. , 2nd stage, 1st semester, 2018-2019

  2. Preview Text book and references - materials Science and Engineering: An Introduction, William D. CallisterJr. And G. Rethwisch, 2010 Suggested references: - Fundamentals of Materials Science and Engineering, 5th Edition, 2000. - Materials Science, S. L. Kakani and Kakani Amit, 2010. - Elements of Materials Science and Engineering, Lawrence H. Van Vlak, 1984 Medical Physics Dept. , 2nd stage, 1st semester, 2018-2019 2

  3. Chapter One Introduction to Materials Science Introduction Structure: properties and performance * 2000 types of steel * 5000 types of plastic * 10000 kinds of glass Medical Physics Dept. , 2nd stage, 1st semester, 2018-2019 3

  4. 1. - production - hard materials internal structure and properties - soft materials - properties and processing Strength Hardness Conductivity [thermal, electrical, .] Density Optical Structural Mechanical Medical Physics Dept. , 2nd stage, 1st semester, 2018-2019 4

  5. Types of Materials Metals 1. 2. Polymers (plastics) 3. Ceramics Medical Physics Dept. , 2nd stage, 1st semester, 2018-2019 5

  6. Selected Properties of Materials Review of selected properties of materials Conductivity ( ) [(and resistivity ( )] Electrical R= (L / A) ( ) = 1 / ( .cm)-1 Thermal (expressed as power density) k = P / A (W/m2) in terms of temperature gradient: (W/m.Ko) Note: thermal resistivity is not the reciprocal of thermal conductivity Medical Physics Dept. , 2nd stage, 1st semester, 2018-2019 6

  7. Stress and strain stress: force per unit area S = F / A (N/m2) strain: dimensional response to stress = L / L positive strain: under tensile stress negative strain: under compressive stress Note: elastic strain is reversible and linear function of stress (Hook s Law). The modulus of elasticity (Young s modulus E) E = S / (pressure units) Medical Physics Dept. , 2nd stage, 1st semester, 2018-2019 7

  8. Plastic strain: the stress exceeds a critical value that initiates a permanent displacement of atoms from their neighbors. Strength: is the critical stress required to initiate failure. Hardness: is the resistance of a material to penetration. Ductility: is the permanent strain that a companies fracture a measure of ductility is the reduction of area (R of A) R of A= (Ao Af) / Ao Elongation: is the linear strain for fracture ( LfLo) Medical Physics Dept. , 2nd stage, 1st semester, 2018-2019 8

  9. Toughness: is the energy for failure by fracture. Note: in brittle materials, which lack plastic deformation, and therefore are non ductile, the toughness can be calculated from the area under the (stress strain) curve. The unit of toughness is (Joule per unit volume) Example(1): A copper wire has a diameter of 0.9 mm a. What is the resistance of a 30 cm wire? b. How many watts are expended if 1.5 volts dc are applied across 30 m of this wire? Medical Physics Dept. , 2nd stage, 1st semester, 2018-2019 9

  10. Examples Example (2): which part has the greater stress: A rectangular aluminum bar of (24.6 mm x 30.7mm)cross section, under a load of 7640 kg, and therefore a force of 75000 N? A round steel bar whose cross sectional diameter is 12.8 mm, under a 5000 kg load? a. b. Example (3): a 50 mm gauge length is marked on a copper rod. The rod is strained so that the gauge mark is 59mm apart. Calculate the strain. Medical Physics Dept. , 2nd stage, 1st semester, 2018-2019 10

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