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Dr. HABEEB HATTAB HABEEBDr. HABEEB HATTAB HABEEB
Office: BN-Block, Level-3, Office: BN-Block, Level-3, Room-088Room-088
Email: Email: [email protected]. No.: 7292Ext. No.: 7292
Lecturer: Dr. HABEEB ALANI
Manufacturing ProcessesManufacturing Processes
University TENAGA National
College Of EngineeringMechanical Department
Academic Year - 2009
University TENAGA National
College Of EngineeringMechanical Department
Academic Year - 2009
Lecture NoteLecture Note
Lecturer: Dr. HABEEB ALANI
- Classification of Materials Used in Manufacturing - Classification of Materials Used in Manufacturing
- Engineering Properties of Material- Engineering Properties of Material
- Composites and New Materials- Composites and New Materials
Nature and Properties of Materials
Nature and Properties of Materials
Lecturer: Dr. HABEEB ALANI
MaterialsMaterials
Metallic Metallic Non-Metallic Non-Metallic
Ferrous Ferrous
Non-Ferrous Non-Ferrous
OrganicOrganic
Inorganic Inorganic
- CLASSIFICATION OF MATERIALS
Lecturer: Dr. HABEEB ALANI
FerrousFerrous
AluminumAluminum
Titanium Titanium
Non-FerrousNon-Ferrous
MATERIALS
Gray Cast IronGray Cast Iron
Malleable Iron Malleable Iron
Steel Steel Zinc Zinc
METALLIC METALLIC
Lecturer: Dr. HABEEB ALANI
OrganicOrganic
GlassGlass
CeramicCeramic
InorganicInorganic
MATERIALS
LeatherLeather
Wood Wood
Rubber Rubber Fused silica Fused silica
NON-METALLIC NON-METALLIC
Lecturer: Dr. HABEEB ALANI
MATERIALS
Ferrous and Non-Ferrous alloys Ferrous and Non-Ferrous alloys
Non-ferrous materials are very important because they are alloyed with ferrous materials special properties can be obtained.
Example: Good cutting properties can be added to tool steel by alloying it with molybdenum or vanadium.
Non-ferrous materials are very important because they are alloyed with ferrous materials special properties can be obtained.
Example: Good cutting properties can be added to tool steel by alloying it with molybdenum or vanadium.
Lecturer: Dr. HABEEB ALANI
MATERIALS
Non-metallic materials are classified as inorganic if they do not contain organic cells or carbon compounds. See Table 2.1&2.2 (Metals and Non-Metals)
Non-metallic materials are classified as inorganic if they do not contain organic cells or carbon compounds. See Table 2.1&2.2 (Metals and Non-Metals)
All materials have their importance in manufacturing. In automobile industry we can find all types of materials in a car (fig.next slide):- Ferrous → Steel (Body), Non-Ferrous → Aluminum, organic → Rubber, Inorganic→ Glass.
All materials have their importance in manufacturing. In automobile industry we can find all types of materials in a car (fig.next slide):- Ferrous → Steel (Body), Non-Ferrous → Aluminum, organic → Rubber, Inorganic→ Glass.
Lecturer: Dr. HABEEB ALANI
MATERIALS
Glass
-Petroleum-Wood-Ceramic-Animal product-Nickel
Steel Plastic Lead
RubberCompositeAluminum
Lecturer: Dr. HABEEB ALANI
According to service characteristic and cost a designer (Material Engineer or R&D Engineer) can suggest a compromise of choice between metallic and non-metallic, and between organic and inorganic.
Example: To reduce weight and improve some specific properties, manufacturers are used to designing ADVANCED COMPOSITES MATERIALS (Fiber Reinforced Plastics) These material are composed at least two material:1. Fiber (fiber class, carbon, Graphite)2. Binder or matrix (Thermoplastic, Polymer)
Lecturer: Dr. HABEEB ALANI
Engineering propertiesEngineering properties
Tensile strength Tensile strength
- ENGINEERING PROPERTIES OF MATERIALS
ShearShear
Compressive Compressive
Torsion strengthTorsion strength
Ductility Ductility
CreepCreep
Notch sensitivity Notch sensitivity
Lecturer: Dr. HABEEB ALANI
Engineering properties
Tensile strength Tensile strength
Strength - The amount of ultimate and yield strength in psi a material can withstand.Strength - The ability of a materials to resist deformation when external forces are applied.
Strength - The amount of ultimate and yield strength in psi a material can withstand.Strength - The ability of a materials to resist deformation when external forces are applied.
Lecturer: Dr. HABEEB ALANI
Engineering properties
Specimen Test: A specimen is tested by pulling its two ends. Then the tensile strength is determined by finding:-
1. Stress = Force per unit area. = N/m2 (Pa) or lb/in2 (psi)
Specimen Test: A specimen is tested by pulling its two ends. Then the tensile strength is determined by finding:-
1. Stress = Force per unit area. = N/m2 (Pa) or lb/in2 (psi)
Lecturer: Dr. HABEEB ALANI
Engineering properties
2.Strain = units of in/in Strain (ε) =Change in length over the original length. ε =3. Modulus of Elasticity = Stress / Strain = σ/ε A measure of Elasticity Determines the slope of the stress / strain curve where it is a straight line.
2.Strain = units of in/in Strain (ε) =Change in length over the original length. ε =3. Modulus of Elasticity = Stress / Strain = σ/ε A measure of Elasticity Determines the slope of the stress / strain curve where it is a straight line.
L1 - L
L
Lecturer: Dr. HABEEB ALANI
• Normalize Applied-Force to Supporting Area
• TENSILE Stress,
Area, A
Ft
Ft
FtAo
original area before loading
– Engineering Stress Units → N/m2 (Pa) or lb/in2 (psi)
Stress, Stress,
Lecturer: Dr. HABEEB ALANI
¾ inch½ inch
8 ½ inches
L - Failure ZoneGripping Zone Gripping Zone
Tensile specimen
Lecturer: Dr. HABEEB ALANI
Point a: Point a:
-Represents the Elastic Limit. After this point with more force a Permanente deformation takes place. (The curve is no longer straight line)
-Represents the Elastic Limit. After this point with more force a Permanente deformation takes place. (The curve is no longer straight line)
Point b: Point b:
-At this point the material Yield Strength is determined. -At this point the material Yield Strength is determined.
Lecturer: Dr. HABEEB ALANI
Point c: Point c:
-At this point the material Ultimate Strength is determined. -At this point the material Ultimate Strength is determined.
Point d: Point d:
-A fracture will occur after Maximum Deformation. -A fracture will occur after Maximum Deformation.
Lecturer: Dr. HABEEB ALANI
• Simple tension: cable
o
FA
• Simple shear: drive shaft
o
FsA
Ski lift
Ao = cross sectional Area (when unloaded)
FF
M
M Ao
2R
FsAc
Common States Of Stress
Lecturer: Dr. HABEEB ALANI
Common States Of Stress Cont..
• Simple COMPRESSION:
Ao
Balanced Rock
o
FA
Bridge
Lecturer: Dr. HABEEB ALANI
Shear strength Shear strength
-There is no universal standard used for evaluating shear or torsion characteristic
-There is no universal standard used for evaluating shear or torsion characteristic
-Shear can be determined from hand- books. -Shear can be determined from hand- books.
- Usually Shear Strength = 50% of tensile strength
- Usually Shear Strength = 50% of tensile strength
Lecturer: Dr. HABEEB ALANI
Shear strength Shear strength
- Torsional Strength = 75% of tensile strength
- Torsional Strength = 75% of tensile strength
- Shear Stress G୪ - Shear Stress G୪
୪ – Displacement angle (Shear angle or shear strain) ୪ – Displacement angle (Shear angle or shear strain)
o
FsA
Lecturer: Dr. HABEEB ALANI
Shear strength Shear strength
G – Shear modules or the modulus
of rigidity.
G – Shear modules or the modulus
of rigidity.
G = (3 / 8) E or G = E / 2 (1 + ୪ ) G = (3 / 8) E or G = E / 2 (1 + ୪ )
Lecturer: Dr. HABEEB ALANI
Compressive Strength Compressive Strength
It is easily determined for brittle materials (Cast iron) that will fractures when a sufficient load is applied.Compressive strength for cast iron= (3 to 4) tensile strength. Because of this properties of some ,material which fracture easily we should use a factor of safety FS,
Lecturer: Dr. HABEEB ALANI
Compressive Strength Compressive Strength
FS = σ actual / σ allowable
Recommended values of FS = 1 to 3
High values of FS are used for unreliable material or when severe load is applied
Low values of FS are used for reliable materials (steel).
Lecturer: Dr. HABEEB ALANI
Ductility Ductility
This property enable the material to be bent, drawn, stretched, formed or permanently distorted without rupture (aluminum, structural steel). Ductility for cast iron is minimum (a brittle material)
Tensile test is used to evaluate ductility:
Percentage of elongation= [(Lf-L)/L]x100 Lecturer: Dr. HABEEB ALANI
Ductility Ductility
ductility: Ability of a material to deform under tension without rupture. Two ductility parameters may be obtain from the tensile test:
1- Relative elongation - ratio between the increase of the specimen length before its rupture and its original length:
Lecturer: Dr. HABEEB ALANI
Ductility Ductility
ε = (Lm– L0) / L0 Where Lm– maximum specimen length.
2-Relative reduction of area – ratio between the decrease of the specimen cross-section area before its rupture and its original cross-section area: ψ= (S0– Smin) / S0 Where Smin– minimum specimen cross-section area.
Lecturer: Dr. HABEEB ALANI
Creep And Notch sensitivityCreep And Notch sensitivity
Creep: Is a permanent deformation resulting from the loading of members over a long period of time.
High Temperature creep lead to: Failure of loaded units such as (High-
pressure steam piping)
Lecturer: Dr. HABEEB ALANI
Creep And Notch sensitivity
Elongating caused by creep will occure below the yeild strength of the material.
Heat treatment, grain size, and chemical composition appreciably
affect Creep strength
Lecturer: Dr. HABEEB ALANI
Creep And Notch sensitivity
Notch sensitivity On the other hand is a measure of the ease with which a crack progresses through a material from an existing notch, crack, or sharp corner.
Lecturer: Dr. HABEEB ALANI