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Development And Design of Royal City
1.
International Research Journal
of Engineering and Technology (IRJET) e-ISSN: 2395 -0056 Volume: 04 Issue: 03 | Mar -2017 www.irjet.net p-ISSN: 2395-0072 © 2017, IRJET | Impact Factor value: 5.181 | ISO 9001:2008 Certified Journal | Page 722 Development And Design of Royal City Shaikh Ajim1, Pardeshi Akshay2, Shirole Rutuja3, Wagh Punam4, Pakhare Akshay5, Bankar Vaibhav6 Guide, Department Of Civil Engineering, Ashok Polytechnic Ashoknagar Maharashtra, India1 Student, Department Of Civil Engineering, Ashok Polytechnic Ashoknagar Maharashtra, India2 Student, Department Of Civil Engineering, Ashok Polytechnic Ashoknagar Maharashtra, India3 Student, Department Of Civil Engineering, Ashok Polytechnic Ashoknagar Maharashtra, India4 Student, Department Of Civil Engineering, Ashok Polytechnic Ashoknagar Maharashtra, India5 Student, Department Of Civil Engineering, Ashok Polytechnic Ashoknagar Maharashtra, India6 ---------------------------------------------------------------------***--------------------------------------------------------------------- Abstract – In old time stone bricks were popular building material nowadays cement concrete is conveniently used for construction of multistoried construction reinforced cement concrete (R.C.C) is used .r.c.c. is composite structure made up of concrete and steel .reinforcement is used to carry tensile stresses of building as well as compressive stresses upto some extent of any building .it also used to construct more safely earthquake resistant structurefor this construction we design various members of building such as beam , column, slab, footing,staircase,by considering factor of safety in which economy is also taken in account Key.Words- cement concrete,reinforced cement concrete,tensile& compressive stresses,earthquake resisting structure, factor of safety ,economy 1.INTRODUCTION There are many cities constructed in India and Maharashtra like amanora city in pune and magarpatta city in pune also a nanded city. The main purpose for construction of that cites is to improve the poshness of the area also to give entertain able things people and to give optional things for the people who have to take luxurious look by investing their money And hence by inspiring by that cities and to improve appearance of Shrirampur city area a work of surveying,estimating, and rcc designing for that city. This includes 3bhk apartments, 3bhk rowhouses,school.Collage, hostel, 1bhk apartment, in the 50 acres, and which named as royal city 1.1 Methods Steps use to find slab design Step 1 if the shorter span lx (<) less then 3.5 m & live load less then 3 kN/m2 Then , Dl = lx/35 ……….for Fe250 Dl = lx/0.8 X 35 ……….forFe415 If the shorter span lx (>) greater than 3.5m Live load > 3 kN/m2 d = lx/20 X Mf D = d + cover Step 2- calculate effective span lx = lx + d OR c/c distance between two support whichever is less step 3 – loading calculate calculate factored laod (Wd) as calculated in simply supported slab
2.
International Research Journal
of Engineering and Technology (IRJET) e-ISSN: 2395 -0056 Volume: 04 Issue: 03 | Mar -2017 www.irjet.net p-ISSN: 2395-0072 © 2017, IRJET | Impact Factor value: 5.181 | ISO 9001:2008 Certified Journal | Page 723 step 4 – calculate factored moment Mxd = αx X Wd X lxe 2 Myd = αy X Wd X lxe 2 Where, Mxd = factored moment about x-x axis Myd = factoed moment about y_y axis αx & αy = bending moment coefficient for slab ( table no . 7.1 page no. 91 ) from IS 456-2000 step 5- determine required depth d for bending Md = 0.149 FCK bd2 ………….. for Fe250 Md = 0.138 FCK bd2 …….…….. for Fe 415 Md = 0.133 FCK bd2 ...............for Fe500 check d(required) < d(Assume) step 6 – determine main steel – A) Area of steel in x- direction Mxd = 0.87 fy Ast (d- 0.42Xu) Where , xu = (0.87 fy Ast)/ (0.36 Fck b) Find spacing sx = 1000 X Aϕ / Astx Where , Aϕ = area of one bar B) Area of steel in Y –direction Myd = 0.87 fy Asty (dy – 0.42Xu) Where dy = d – ϕ Find spacing sy = 1000 X Aϕ/ Asty check for spacing Sx & Sy ⪲ 3d or 300 mm step 7 – check for shear as shear for in slab is very small no need to check for shear step 8 – check for deflection step 9 – summary 1) depth of slab 2) cover 3) main steel along X - direction 4) main steel along Y – direction step 10 – reinforcement details Fig. reinforcement detail of slab 2. Sample Problem Step 1 if the shorter span lx(<) less then 3.5 m & live load less then 3 kN/m2 Then , If the shorter span lx (>) greater than 3.5m Live load > 3 kN/m2 d = 3500/20 X 1.4 = 125 mm D = 125 + 20 = 145 mm Step 2- calculate effective span lxe = 4+ 0.2 = 4.2 OR c/c distance between two support whichever is less step 3 – loading calculate self wet = 1 X D(m) X 25 ……….1 = 1 X 0.145 X 25 = 3.625 KN/m Live load = 0.75 KN/m ……….2 Floor finish = 0.75 KN/m ………..3 w= 5.125 KN/m …..1+2+3 factored load = 1.5 X w = 1.5 X 5.125 = 7.68 KN/m Aspect ratio = ly/lx = 4/3.5 = 1.14 m Main Reinforcement along Y direction Main Reinforcement along X direction main steel main steel
3.
International Research Journal
of Engineering and Technology (IRJET) e-ISSN: 2395 -0056 Volume: 04 Issue: 03 | Mar -2017 www.irjet.net p-ISSN: 2395-0072 © 2017, IRJET | Impact Factor value: 5.181 | ISO 9001:2008 Certified Journal | Page 724 Ly/lx 1.1 1.2 αx 0.074 0.084 αy 0.061 0.059 αx = 0.074 + (0.084-0.074)/(1.2-1.1)X(1.14-1.1) =0.078 αy = 0.061 + (0.059-0.061)/(1.2-1.1) X (1.14 – 1.1) = 0.0602 step 4 – calculate factored moment Mxd = αx X Wd X lxe 2 =0.078 X 7.68 X 3.52 = 7.32 kN/m Myd = αy X Wd X lxe 2 = 0.0602 X 7.58 X 3.52 = 5.58 kN/m Where, Mxd = factored moment about x-x axis Myd = factored moment about y_y axis αx & αy = bending moment coefficient for slab ( table no . 7.1 page no. 91 ) from IS 456-2000 step 5- determine required depth d for bending Md = 0.138 FCK bd2 …….…….. for Fe 415 0.138 X 20 X 1000 d2 = 7.62 X 106 d2 = 7.62 x 106 /2760 d = 52.54 mm < 125 mm hence check ok step 6 – determine main steel – C) Area of steel in x- direction Mxd = 0.87 fy Ast (d- 0.42Xu) 7.62 X 106 =0.87x415xAst(125-0.42x0.05Ast) =361.05Ast(125-0.021Ast) =45131.25Ast-7.58Ast 2 7.58Ast 2-45131.25+7.62x106 =0 Astx=173.92 mm2 Where , xu = (0.87 fy Ast)/ (0.36 Fck b) = (0.87 X 415 X Ast) / (0.36 X 20 X 1000) = 0.05 Ast Find spacing sx = 1000 X Aϕ / Astx =1000X50.26/(173.92) =288.98mm≌280mm Where , Aϕ = area of one bar D) Area of steel in Y –direction Myd = 0.87 fy Asty (dy – 0.42Xu) 5.58x106=0.87x415xAsty(117-0.42x0.05Ast) =361.05Asty(117-0.021Ast) =42242.85Asty -7.58Ast 2 7.58Ast 2-42242.85Asty+5.58x106=0 Asty=135.38mm2 Where dy = d – ϕ =125-8 =117 mm Find spacing sy = 1000 X Aϕ/ Asty =1000x50.26/135.38 =371.25mm≌340mm check for spacing Sx & Sy ⪲ 3d or 300 mm Sx ⪲ 3d or 300 280 ⪲ 3x125 280 ⪲ 375 Sy ⪲ 3dy or 300 340 ⪲ 3x117 340 ⪲ 351 step 7 – check for shear as shear for in slab is very small no need to check for shear step 8 – check for deflection step 9 – summary 5) depth of slab (D)=145mm 6) cover =20mm 7) main steel along X - direction 8mmϕ@280mmc/c 8) main steel along Y – direction 8mmϕ@340mmc/c
4.
International Research Journal
of Engineering and Technology (IRJET) e-ISSN: 2395 -0056 Volume: 04 Issue: 03 | Mar -2017 www.irjet.net p-ISSN: 2395-0072 © 2017, IRJET | Impact Factor value: 5.181 | ISO 9001:2008 Certified Journal | Page 725 step 10 – reinforcement details Fig. reinforcement detail of slab 3. CONCLUSIONS By use of Reinforced cement concrete (R.C.C)we construct the safe and earthquake resisting structure. By considering various aspects such as factor of safety and economy we design the city effectively ACKNOWLEDGEMENT It has been a privilege for me to be associated with Prof.shaikh.A.S, my guide during this dissertation work. I have been greatly benefited by their valuable suggestions and ideas. Finally, I would like to express my deep, incomparable appreciation and gratitude to my family members for their constant spiritual support and encouragement to pursue the higher technical education REFERENCES 1 ) Divya kamath k. vandana reddy analysis and design of reinforcrd concrete structure –A g+5 building model , miniproject report ,gokaraju rangaraju institute of engineering and technology ,Hyderabad ,india,2012 2) is 875(part1)-dead load unit weights of building material (second revision )code of practice for design loads (other than earthquake) for buildings and structures ,bureau of indian standard s,new delhi,2000 3)Is 875- (part 2)- imposed loads (second revision )code of practice for design loads (other than earthquake load) for buildings and structures , bureau of Indian standards , new delhi,1987 4)Is 13920, ductile detailing ofreinforcedconcretesubjected to seismic forces , bureau of Indian standard , new delhi,1987 5) Is 456( fourth revision) , plain and reinforced concrete- Indian standard code of practice, bureau of Indian standards,new delhi ,2000 6) A.K. Jain- Limit state reinforced concrete design 7)Alpha Sheath –“ use of intermediate rc moment frames in moderate seismic zone “-the Indian concrete journal 8)IS-1893 (part1):2002 criteria for earthquake resistant design of structures , part 1: general provisions and buildings (5th revision). 9)Plain and Reinforced Concrete Code of Practice’ ( Fourth Revision ) IS456-2000 ,April -2007 BIOGRAPHIES (Optional not mandatory ) Shaikh Ajim Guide, Department Of Civil Engineering,AshokPolytechnic Ashoknagar Maharashtra,India Pardeshi Akshay Student, Department Of Civil Engineering,AshokPolytechnic Ashoknagar Maharashtra,India Shirole Rutuja Student, Department Of Civil Engineering,AshokPolytechnic Ashoknagar Maharashtra,India Wagh Punam Student, Department Of Civil Engineering,AshokPolytechnic Ashoknagar Maharashtra,India Pakhare Akshay Student, Department Of Civil Engineering,AshokPolytechnic Ashoknagar Maharashtra,India Bankar Vaibhav Student, Department Of Civil Engineering,AshokPolytechnic Ashoknagar Maharashtra,India Main Reinforcement along Y direction Main Reinforcement along X direction main steel main steel
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