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IOSR Journal of Mechanical and Civil Engineering (IOSR-JMCE)
e-ISSN: 2278-1684,p-ISSN: 2320-334X, Volume 12, Issue 5 Ver. IV (Sep. - Oct. 2015), PP 24-25
www.iosrjournals.org
DOI: 10.9790/1684-12542425 www.iosrjournals.org 24 | Page
Behavior of Materials & Metals
Sultan Singh Jain*
Vardhman Niketan, 29 Civil Lines, Roorkee 247667, Uttarakhand, India
Abstract: The materials and metals both are needed in our building construction and fabrication works.
Usually the materials are brittle and metals are ductile and their use in making the reinforced cement concrete
(RCC) slabs and beams according to compressive zone and tensile zones. Commonly the materials are non
conducting to heat & electric current and the metals are conducting to heat & electric current. RCC structures
are termite, rust & peel proof. The metals have their maximum use in making appliances, machines motors and
wires of different thickness for transmitting electric current. Some plain cement concrete cubes were tested in the
compression, testing machine till their elastic range to plastic range. Some metallic bars / rods / thick wires
were tested in the tensile testing machine till their elastic range to plastic range and their details are indicated
as in their introductions. The Density also plays its good role in contribution of the strength of materials and
metals.
Keywords: Elastic range & Plastic range and Density in the brittle materials and ductile metals and
stretching of wires of ductile metals.
I. Background, Theory And Explanation
The Materials are usually brittle and used to bear the compressive load or force producing the
compressive stress followed by compressive strain. A 15 by 15 cm cube made of plain cement concrete 1: 2 :4
mix was tested by putting it in the compression testing machine in between the fixed base plat and a moving
plate and started and started it to function.. In the beginning, it was noted that the Stress and Strain both were
increasing within the elastic range and they are directly proportional to each other and hence it can be written
as a constant :
Sultan = Stress * Strain. ( 1 )
and it was also noted that as the Stress was increasing, the density was constant. It can be observed that the
Stress is inversely proportional to the density and hence it can be written as
Constant Jain = Stress / Density (2)
On considering (1) and (2), a third constant :
Sultan Jain modulus = Stress * Strain / Density (3)
The said testing machine still functioning beyond the elastic range to the plastic range and it was noted that
the said cube had shown hair cracks thereby the maximum Stress decreasing and the Strain going on increasing
showing Stress and Strain inversely proportional to each other in the plastic range, till the said cube cracked
down.
The Young Modulus = Stress / Strain (4)
indicating the results in plastic range to unsafe that is a blunder mistake not acceptable. The Stain unit is a
number and its multiplication with the actual Stress shows manifold times value of actual Stress which is hardly
of any use and rather than misguiding and confusing the engineers.
The Metals are usually ductile and used to bear the tensile load or force producing the tensile Stress followed by
tensile strain. A metallic rod of 2.5 cm diameter. was fixed at its both ends in the grips of clamps of the tensile
testing machine and it started to function. In the beginning it was noted that the Stress and Strain both were
increasing within the elastic range and they are directly proportional to each other and hence it can be written as
a constant
Sultan = Stress * Strain. ( 1 )
Behavior of Materials & Metals
DOI: 10.9790/1684-12542425 www.iosrjournals.org 25 | Page
and it was also noted that as the Stress was increasing, the Density was constant and hence it can be written that
the Stress is inversely proportional to the Density and hence it can be written as constant Jain = Stress / Density
(2). On considering (1) and (2), a third constant
Sultan Jain Modulus = Stress * Strain / Density (3).
The said testing machine still functioning beyond the elastic range to the plastic range and it was noted that
the said rod had shown hair cracks thereby the maximum Stress decreasing and the Strain going on increasing
showing Stress and Strain inversely proportional to each other in the plastic range, till the said cube cracked
down. The Young Modulus = Stress / Strain (4) indicating the results in plastic range to unsafe that is a
blunder mistake not acceptable..Stress = Load applied / Area of cross section ; Strain = Increase in length /
length. The Stress value obtained by Young Modulus shows manifold times than the actual Stress value which
is hardly of any use and rather than misguiding and confusing the engineers.
II. Advantages
The Density a well known fact plays good role in the strength of Materials and Metal . When the
applied load or force is going on increasing, the Density remains constant. It is found that Stress is variable with
respect to Density that is Stress is inversely proportional to Density can be written by a constant Jain = Stress /
Density (2) Wherein constant Sultan = Stress * Strain (1) as shown above.
Like we write Stress = Load / Area; wherein load is variable and Area is constant
Self weight = W; Load /force applied =F; Area of cross section =A; Length =l , Increase in length =dl , Volume
=V , Hence it is observed that new constant called
Sultan Jain Modulus = Stress * strain / Density (3)
S J Modulus= (Load / Area ) * Strain / Density = ( F/A*dl/l ) * V/ W= F* dl/W (3)
III. How To Make A Thick Wire Into Thin Wire In Elastic Range Only
The said thick wire is stretched through the die drilled thicker to thinner and thinner holes and the die
thickness is about one cm. One end of the said thick wire is made slightly thinner in about two cm length was
thinned slightly and it is passed through die appropriate hole .and is griped rigidly in a clamp. This clamp is
pulled by a suitable force till the entire length of the said wire is stretched out making it thinner. The said
process is repeated number of times from thicker to thinner wire passing it through thinner and thinner holes of
the said die till the required thinness or thickness is achieved within the elastic range..It is also noted that the
increase in length dl is manifold times than its length l..The Stress also being reduced which is directly
proportional to the diameter of the wire. . The ratio of the applied load to the self weight gives a fair idea at a
glance to ascertain a good estimation to its strength.
In ductile metals ..dl > l.manifold times
Than it length..In the brittle materials dl < l less than 1. Take equal self weights and diameters of the different
metallic thick wires or thinnest wires lengths to enabling a better compression at a glance to their strengths..
The die holes are set up to gradually decreasing their holes thickness to bear the stretching force within the
elastic range set up..
IV. Conclusions
When the materials and metals are to be used, it is necessary to know their strength based on
compressive load and tensile load bearing capacity and density also within the elastic range. The required tests
were performed in the compression testing machine and tensile testing machine of high range to absolute
authenticity practically. The Young modulus indicated the value in the plastic range a blunder mistake. Wherein
the genuine value showing tests were performed in materials and metals shown above within the elastic range.
Acknowledgement
Dr. Ravi Kumar Jain, Vardhman Hospital, Civil Lines, Roorkee-247667, India and Dr. Neeraj Jain,
Senior Scientist, CSIR-CBRI Roorkee-247667, India are gratefully acknowledged for their constant support for
preparation of the manuscript with keen interest and its publication.

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D012542425

  • 1. IOSR Journal of Mechanical and Civil Engineering (IOSR-JMCE) e-ISSN: 2278-1684,p-ISSN: 2320-334X, Volume 12, Issue 5 Ver. IV (Sep. - Oct. 2015), PP 24-25 www.iosrjournals.org DOI: 10.9790/1684-12542425 www.iosrjournals.org 24 | Page Behavior of Materials & Metals Sultan Singh Jain* Vardhman Niketan, 29 Civil Lines, Roorkee 247667, Uttarakhand, India Abstract: The materials and metals both are needed in our building construction and fabrication works. Usually the materials are brittle and metals are ductile and their use in making the reinforced cement concrete (RCC) slabs and beams according to compressive zone and tensile zones. Commonly the materials are non conducting to heat & electric current and the metals are conducting to heat & electric current. RCC structures are termite, rust & peel proof. The metals have their maximum use in making appliances, machines motors and wires of different thickness for transmitting electric current. Some plain cement concrete cubes were tested in the compression, testing machine till their elastic range to plastic range. Some metallic bars / rods / thick wires were tested in the tensile testing machine till their elastic range to plastic range and their details are indicated as in their introductions. The Density also plays its good role in contribution of the strength of materials and metals. Keywords: Elastic range & Plastic range and Density in the brittle materials and ductile metals and stretching of wires of ductile metals. I. Background, Theory And Explanation The Materials are usually brittle and used to bear the compressive load or force producing the compressive stress followed by compressive strain. A 15 by 15 cm cube made of plain cement concrete 1: 2 :4 mix was tested by putting it in the compression testing machine in between the fixed base plat and a moving plate and started and started it to function.. In the beginning, it was noted that the Stress and Strain both were increasing within the elastic range and they are directly proportional to each other and hence it can be written as a constant : Sultan = Stress * Strain. ( 1 ) and it was also noted that as the Stress was increasing, the density was constant. It can be observed that the Stress is inversely proportional to the density and hence it can be written as Constant Jain = Stress / Density (2) On considering (1) and (2), a third constant : Sultan Jain modulus = Stress * Strain / Density (3) The said testing machine still functioning beyond the elastic range to the plastic range and it was noted that the said cube had shown hair cracks thereby the maximum Stress decreasing and the Strain going on increasing showing Stress and Strain inversely proportional to each other in the plastic range, till the said cube cracked down. The Young Modulus = Stress / Strain (4) indicating the results in plastic range to unsafe that is a blunder mistake not acceptable. The Stain unit is a number and its multiplication with the actual Stress shows manifold times value of actual Stress which is hardly of any use and rather than misguiding and confusing the engineers. The Metals are usually ductile and used to bear the tensile load or force producing the tensile Stress followed by tensile strain. A metallic rod of 2.5 cm diameter. was fixed at its both ends in the grips of clamps of the tensile testing machine and it started to function. In the beginning it was noted that the Stress and Strain both were increasing within the elastic range and they are directly proportional to each other and hence it can be written as a constant Sultan = Stress * Strain. ( 1 )
  • 2. Behavior of Materials & Metals DOI: 10.9790/1684-12542425 www.iosrjournals.org 25 | Page and it was also noted that as the Stress was increasing, the Density was constant and hence it can be written that the Stress is inversely proportional to the Density and hence it can be written as constant Jain = Stress / Density (2). On considering (1) and (2), a third constant Sultan Jain Modulus = Stress * Strain / Density (3). The said testing machine still functioning beyond the elastic range to the plastic range and it was noted that the said rod had shown hair cracks thereby the maximum Stress decreasing and the Strain going on increasing showing Stress and Strain inversely proportional to each other in the plastic range, till the said cube cracked down. The Young Modulus = Stress / Strain (4) indicating the results in plastic range to unsafe that is a blunder mistake not acceptable..Stress = Load applied / Area of cross section ; Strain = Increase in length / length. The Stress value obtained by Young Modulus shows manifold times than the actual Stress value which is hardly of any use and rather than misguiding and confusing the engineers. II. Advantages The Density a well known fact plays good role in the strength of Materials and Metal . When the applied load or force is going on increasing, the Density remains constant. It is found that Stress is variable with respect to Density that is Stress is inversely proportional to Density can be written by a constant Jain = Stress / Density (2) Wherein constant Sultan = Stress * Strain (1) as shown above. Like we write Stress = Load / Area; wherein load is variable and Area is constant Self weight = W; Load /force applied =F; Area of cross section =A; Length =l , Increase in length =dl , Volume =V , Hence it is observed that new constant called Sultan Jain Modulus = Stress * strain / Density (3) S J Modulus= (Load / Area ) * Strain / Density = ( F/A*dl/l ) * V/ W= F* dl/W (3) III. How To Make A Thick Wire Into Thin Wire In Elastic Range Only The said thick wire is stretched through the die drilled thicker to thinner and thinner holes and the die thickness is about one cm. One end of the said thick wire is made slightly thinner in about two cm length was thinned slightly and it is passed through die appropriate hole .and is griped rigidly in a clamp. This clamp is pulled by a suitable force till the entire length of the said wire is stretched out making it thinner. The said process is repeated number of times from thicker to thinner wire passing it through thinner and thinner holes of the said die till the required thinness or thickness is achieved within the elastic range..It is also noted that the increase in length dl is manifold times than its length l..The Stress also being reduced which is directly proportional to the diameter of the wire. . The ratio of the applied load to the self weight gives a fair idea at a glance to ascertain a good estimation to its strength. In ductile metals ..dl > l.manifold times Than it length..In the brittle materials dl < l less than 1. Take equal self weights and diameters of the different metallic thick wires or thinnest wires lengths to enabling a better compression at a glance to their strengths.. The die holes are set up to gradually decreasing their holes thickness to bear the stretching force within the elastic range set up.. IV. Conclusions When the materials and metals are to be used, it is necessary to know their strength based on compressive load and tensile load bearing capacity and density also within the elastic range. The required tests were performed in the compression testing machine and tensile testing machine of high range to absolute authenticity practically. The Young modulus indicated the value in the plastic range a blunder mistake. Wherein the genuine value showing tests were performed in materials and metals shown above within the elastic range. Acknowledgement Dr. Ravi Kumar Jain, Vardhman Hospital, Civil Lines, Roorkee-247667, India and Dr. Neeraj Jain, Senior Scientist, CSIR-CBRI Roorkee-247667, India are gratefully acknowledged for their constant support for preparation of the manuscript with keen interest and its publication.