SUBMITTED TO : RESEARCH ASSISTANT MAHMUT FURKAN KALKAN SUBMITTED BY: RÜZGAR GÖKTUĞ ULAŞ STUDENT ID:210102011080 DUE DATE: 13 . 11 .2023 PURPOSE In this test we measured the gauge lenght and final and initial diameter of specimen. Then test machine prepared for specimen and our specimen gripped on the machine for apply load while turning on the handle of the machine and then we noted our data . INTRODUCTİON Substantial amount of material are available in engineering application. When we make a design we have to choose most suitable material, but how we suppose to know the best correct material we choose, firstly we need compare the materials as far as concern mechanical properties. And collect the data their mechanical behaviour. Such type of data are going to provide by mechanical test. Among the tests, we will discuss with the tensile test. Elastic Behavior: Elastic behavior refers to the property of a material to return to its initial shape when external forces, such as pushing or pulling, are no longer applied. When this ability finishes, it is referred to as the "elastic limit" of the material. Plastic Behavior: Once the elastic limit is exceeded and additional weight is applied to the material, it fails to revert to its initial shape upon cut out off the force. A portion of the deformation becomes permanent, resulting in a permanent alteration of the material's dimensions. In simple terms, the material undergoes deformation and is incapable to recover its original shape. TENSİLE TEST PROCEDURE What is the tensile test: Tensile test are going to provide us to easiest type of to evaluate material properties such as defining yield strenght, tensile strength and ductility of material. And also defining the condition of main stress that are reasons of failure. How we apply to procedure of this test: we have to take correct test specimen ,before the test we have to make some measurement on specimen for example gauge length, diameter of specimen. And then place specimen on testing machine (we have to sure griping should be consistly to strict among of the grip head other wise material can be suddenly thrown and can damage to the machine.) And then we can apply to load on specimen starting from zero and increasing gradually while turning the handle of machine. After all provided data base from this test we can easly draw graph: Firstly we can graph load and elongation graph with our data and then draw stress- strain diagram. DEFINITIONS Stress ( engineering stress ): The force applied to specimen divides by undeformed area. Ultimate Strength(tensile strenght): Maximun stress the material can resist while being streching or pulled before breaking point. Fmax/A Fracture Stress: While applying tensile test on material, the stress at which specimen break down beacuse of fracture. Ffracture/A Strain (Engineering Strain) : Its means the the external awerable change of the shape of material because of the appliyed force on specimen. Ultimate Strain: That means its maximum point on stress strain curve. After that point material can be break down. ΔL max / A0 Fracture Strain ( Elongation At Break Point): The ratio between final length and initial length after break point of test material. ((final gage length – initial gage length)/ initial gage length) x 100.) True Stress: Is the stress calculated from current load applyed to the original cross sectional area of the material. True Strain: Its means change in gauge length with respect to the instant length. YOUNG'S Modulus - Modulus Of Elasticity: It means that how much a material streches or compresses when you push or pull on it amenably , as long a s we dont push too hard change how it act , we have to know that in stress strain diagram in elastic region , for linearly elastic materials slope is should be constant , so we can understand that greater is the slope, much stiffer the material. Toughness (T0): Toughness relates to a material's ability to absorb energy when subjected to bending or stretching forces. Resilience: Resilience indicate that a material's capacity to return to its original shape after experiencing bending or stretching Resilience = 1/2 yield point of elongation * yield point of force FORCE (kg) F-ΔL GRAPH 1800 1600 1400 1200 1000 800 600 400 200 0 0 1 2 3 4 5 6 7 8 ΔL (mm) CALCULATIONS OF FORCE-ELONGATION GRAPH Resilliance: ½ Fy*DLy: ½ *1579 * 0,51 = 402.64 kg*mm T0=Fut*DLut: 1692,25 * 6.61= 11185.77kg*mm A0= pi/4 * D0 KARESİ= 3.14/4 * 12^2 = 113.04 mm^2 Yield Point Stress (σ) Stress-Strain Graph 16 14 12 10 8 6 4 2 0 0 0.02 0.04 0.06 0.08 0.1 0.12 0.14 0.16 Strain(ε) True Stress - True Strain Graph True stress( σ’ ) 18 16 14 12 10 8 6 4 2 0 0 0.02 0.04 0.06 0.08 0.1 0.12 0.14 True strain( ε’ ) CALCULATIONS OF STRESS-STRAIN GRAPH Engineering Stress ( σ ) = F ( kg ) / A0 ( mm^2 ) Engineering Strain ( ε ) = ΔL ( mm ) / L0 True Stress ( σ’ ) = σ( 1+ ε) True Strain ( ε’ ) = ln( 1+ ε ) A0= π/4 * d0^2 mm^2= 113.04 mm^2 Stress y : Yield point of stress , Strain y : Yield point of strain Modulus of Elasticity = Stress y / Strain y= 1,101069/0,00061= 1806,215436 σsut = Ultimate value of stress , εsut = ultimate value of strain Toughness ( T0 ) = σulti * εulti = 14.97 * 0.13 = 1.94 (kg*mm/mm^3) Energy İn Elastic Region= Δ σ / Δ ε = Stress 2 – Stress 1 / Strain 2 – Strain = 19,964628724 - 8,822078082 / 0,005588 - 0,0048768 = 1,142550642/ 0,0007112 = 1.606,511026434196 DUCTİLİTY İN ELONGATİON = |DELTAL/L0|*100 = 4,61518/ 50 *100 = 9,23036% DUCTİLİTY İN REDUCTİON OF CROSS SECTİONAL AREA = |DF^2D0^2/D0^2|*100= (11^2- 12^2) / 12^2*100= 15,97222% TRUE STRESS = STRESS(1+STRAİN) = 1,10106893(1+0,000609)= 1,10173948097837 TRUE STRAİN = LN(1+STRAİN)= LN(1+0,000609)= 6.088146348*10^-04 DISCUSSION According to our data. We can clearly understand that our material must be ductile. While doing this test we monitored the material get necking. So this material’s diameter decreased. Therefore we can say this material must be ductile. REFERENCES Lecture Notes of Dr A. Tolga Bozdana. Lecture Notes of Prof. Dr Nihat Yıldırım.. Pictures has taken from Google Picture. DATA BASE has taken from M. Furkan Kalkan.