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Group: MJ04

                               Aaron Murenbeeld
                              Mohamad Ferdos Alam
                               Muhammad R. Arif
                                Hussain Alhelal
                                  Kaveh Arfaei
                                 Ahmad Al Adel




Mechanical Engineering 3E05


                                                    1
Agenda
 Introduction
 Existing designs
 Problems
 Improvements
 Final Design
 Conclusion
 Questions



                     2
Introduction
 Water flows through the hose
 Flow causes the sprinkler arms to
  rotate
 Resulting rotation drives a gearing
  system which in turn drives the
  sprinkler
 The front wheel provides steering
  for the system




                                        3
Competitor’s Designs
 Products by Nielson and John Deere
    Cast iron body
    Weight
       Yellow ~ 9 kgs                 John Deere (Green)
       Green ~ 7 kgs
   Nylon gears
   Wheel Designs
   Wheelbase
   Track length


                             Nielson (Yellow)
                                                            4
Problems
 Low water pressure
    i.e. Residential vs. Agricultural neighbourhood
 Derailing Problem in sharp bends
    A factor of wheelbase and track length
 Angle of ascent
    A factor of gear ratio and available system torque
 Gear system
    Weak nylon gears



                                                          5
Design Objectives
 Optimize the sprinkler system
   Redesign of Sprinkler Arms
   New Gear box for desired torque
   Angle of ascent
   Turning Radius: Length of the wheel base




                                               6
Sprinkler Arm
 Redesign of Sprinkler Arms
   Bend Angle (φ angle)
       Optimum Bend Angle = 45 o
   Water Projection Angle (α)
     Optimum Angle = 10 to 16 o
   Exit Nozzle Diameter
     Optimum Diameter = 3 mm

   Arm length
     Optimum Length = 223 mm




                                    7
Water Projection Radius, Torque and Flow Rate vs. Angle α
                                                                                                                                 16
                                             16



                                             14                                                                                  14
Magnitude of Radius, Torque, and Flow Rate




                                             12                                                                                  12




                                                                                                 Radius, Torque, and Flow Rate
                                             10                                                                                  10



                                             8                                                                                   8



                                             6                                                                                   6


                                             4                                                                                   4


                                             2
                                                                                                                                 2


                                             0
                                                                                                                                 0
                                                  0    10          20          30           40
                                                                                                                                      0                 10               20             30          40
                                                      Water Projection Angle, α (Degrees)
                                                                                                                                                                   Angle α (Degrees)
                                                                                                                                          Water Projection Radius (m)
                                                                                                                                          Torque (Gain 10) (N·m)
                                                                                    φ =45o                                                Flow Rate (Gain 10) (L/s)                    φ =40o   8
Nozzle Diameter
                                                 Water Projection Radius, Torque and Flow Rate vs. Nozzel
                                                                        Diameter
                                20

                                18

                                16
Radius, Torque, and Flow Rate




                                14

                                12

                                10                                                                            Water Projection Radius (m)
                                                                                                              Torque (Gain 10) (N·m)
                                8
                                                                                                              Flow Rate (Gain 10) (L/s)
                                6

                                4

                                 2

                                0
                                     2.2   2.3      2.4   2.5   2.6     2.7       2.8   2.9   3   3.1   3.2
                                                                                                                 φ =45o
                                                                Nozzel Diameter (mm)                                               9
Arm Length
                                           Water Projection Radius, Torque and Flow Rate vs. Arm Length
                                12



                                10
Radius, Torque, and Flow Rate




                                8



                                6                                                                 Water Projection Radius (m)
                                                                                                  Torque (Gain 10) (N·m)
                                                                                                  Flow Rate (Gain 10) (L/s)
                                4



                                2



                                0
                                     190      200     210    220         230   240   250    260         φ =45o
                                                             Arm Length (mm)
                                                                                                                           10
Design Options
 Redesign of the Sprinkler Arms
    Alternate Designs




  2 armed Sprinkler                    3 armed Sprinkler




  4 armed Sprinkler                Curved armed Sprinkler   11
Determine System Speed
 Water depth ~= 13 to 26mm
 Optimum Radius = 9m




                              12
Relate System Speed to Gear Ratio
 Gear ratio was chosen from                                          Sprinkler speed vs gear ratio
                                                          1.2
  desired system velocity
 Two gear ratios were chosen                               1


  that provide the following

                               Forward Velocity (m/min)
                                                          0.8

  watering depths
                                                          0.6
   26mm                                                                                                        Green System
                                                                                                                New System

   13mm                                                  0.4



                                                          0.2



                                                           0
                                                                400      600         800          1000   1200
                                                                               Gear Ratio (1:x)

                                                                                                                    13
Gearbox
 New gearbox for desired torque
 Yellow System
    Gear Ratio
       High Gear 1:488
       Low Gear 1:894
   Nylon Gears
   System failed as indicated
 New and Improved
    Gear Ratio
       High Gear 1:783
       Low Gear 1:1102
   Nylon MDS
                                   14
Gear analysis
 New and Improved
   Gear Ratio
       High Gear 1:783
       Low Gear 1:1102
   Nylon MDS
   System will fail at
    indicated gear
   Gear efficiencies
   One way gearing ratio
   Gear shifting

                            15
Torque Analysis
 Torque in new system
  is approximately 2
  times higher than old
  system

      Number of
        Teeth   Width (mm)
Gears Old New Old New
Worm    1     1
 A     43    53  6      16
  B    16    16  8      14
 C     24    22  4     13.5
 D     36    43  4     13.5
  E    44    44  4      14
  F    16    16  8      15
 G     44    44  8      15
 H     16    16  18     25
  I    44    44  15     25

                              16
Angle of Ascent
 Angle of Ascent
 Yellow/Green comes to a stop at 22 degrees
    limited by torque                                μ
                                                             Angle of
                                                             Slippage
 New Design comes to stop when it slips              1        45o
    Limited by coefficient                          0.55     28.8o

     of friction (ground and wheel)                  0.3       16.7o




 Important that center of gravity does not sit past the rear
  axel, when on a slope.
    Not a problem for the new system, CG well ahead of rear axel.

                                                                       17
Spike Configuration




Wheel Design
 Wheel Design
   Front Wheel                         Yellow             Green

   Rear Wheel
       Spike Design
       Parallel paths/Singular paths
 Wheels are Nylon MDS




                                                                   18
Turning Radius
 Turning Radius: Length of the wheel base
   Wheel Base
      Wheel Base , W = 230 mm (new)
   Track length
     Track length , L= 195.5 mm
   Resultant Turning Radius = 1.17 m

 Yellow System
   Wheel Base
     Wheel Base , W = 350 mm
   Track length
     Track length , L= 205 mm
   Resultant Turning Radius = 2.48 m


                                             19
Body Design
 New Body Design
    Lighter
    Lower Center of gravity
    Maintenance


 Materials
    Body : Nylon MDS
    Block : Cast Iron




                               20
Body Design                     John Deere (Green)
 Three bodies tried
    Yellow body (9kg)
    Green body (7kg)
    New Body (4.6kg)




     Nielson (Yellow)
                         Light Test Body
                                                     21
Conclusion
 Low water pressure
    New sprinkler arms
 Derailing Problem in sharp
 bends
   Smaller wheel base
 Angle of ascent
    Torque increased
 Gear system
    New gear ratio
    Nylon MDS gears

                               22
Thank you,
Questions?




         23
24

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Hydro Driven Sprinkler

  • 1. Group: MJ04 Aaron Murenbeeld Mohamad Ferdos Alam Muhammad R. Arif Hussain Alhelal Kaveh Arfaei Ahmad Al Adel Mechanical Engineering 3E05 1
  • 2. Agenda  Introduction  Existing designs  Problems  Improvements  Final Design  Conclusion  Questions 2
  • 3. Introduction  Water flows through the hose  Flow causes the sprinkler arms to rotate  Resulting rotation drives a gearing system which in turn drives the sprinkler  The front wheel provides steering for the system 3
  • 4. Competitor’s Designs  Products by Nielson and John Deere  Cast iron body  Weight  Yellow ~ 9 kgs John Deere (Green)  Green ~ 7 kgs  Nylon gears  Wheel Designs  Wheelbase  Track length Nielson (Yellow) 4
  • 5. Problems  Low water pressure  i.e. Residential vs. Agricultural neighbourhood  Derailing Problem in sharp bends  A factor of wheelbase and track length  Angle of ascent  A factor of gear ratio and available system torque  Gear system  Weak nylon gears 5
  • 6. Design Objectives  Optimize the sprinkler system  Redesign of Sprinkler Arms  New Gear box for desired torque  Angle of ascent  Turning Radius: Length of the wheel base 6
  • 7. Sprinkler Arm  Redesign of Sprinkler Arms  Bend Angle (φ angle)  Optimum Bend Angle = 45 o  Water Projection Angle (α)  Optimum Angle = 10 to 16 o  Exit Nozzle Diameter  Optimum Diameter = 3 mm  Arm length  Optimum Length = 223 mm 7
  • 8. Water Projection Radius, Torque and Flow Rate vs. Angle α 16 16 14 14 Magnitude of Radius, Torque, and Flow Rate 12 12 Radius, Torque, and Flow Rate 10 10 8 8 6 6 4 4 2 2 0 0 0 10 20 30 40 0 10 20 30 40 Water Projection Angle, α (Degrees) Angle α (Degrees) Water Projection Radius (m) Torque (Gain 10) (N·m) φ =45o Flow Rate (Gain 10) (L/s) φ =40o 8
  • 9. Nozzle Diameter Water Projection Radius, Torque and Flow Rate vs. Nozzel Diameter 20 18 16 Radius, Torque, and Flow Rate 14 12 10 Water Projection Radius (m) Torque (Gain 10) (N·m) 8 Flow Rate (Gain 10) (L/s) 6 4 2 0 2.2 2.3 2.4 2.5 2.6 2.7 2.8 2.9 3 3.1 3.2 φ =45o Nozzel Diameter (mm) 9
  • 10. Arm Length Water Projection Radius, Torque and Flow Rate vs. Arm Length 12 10 Radius, Torque, and Flow Rate 8 6 Water Projection Radius (m) Torque (Gain 10) (N·m) Flow Rate (Gain 10) (L/s) 4 2 0 190 200 210 220 230 240 250 260 φ =45o Arm Length (mm) 10
  • 11. Design Options  Redesign of the Sprinkler Arms  Alternate Designs 2 armed Sprinkler 3 armed Sprinkler 4 armed Sprinkler Curved armed Sprinkler 11
  • 12. Determine System Speed  Water depth ~= 13 to 26mm  Optimum Radius = 9m 12
  • 13. Relate System Speed to Gear Ratio  Gear ratio was chosen from Sprinkler speed vs gear ratio 1.2 desired system velocity  Two gear ratios were chosen 1 that provide the following Forward Velocity (m/min) 0.8 watering depths 0.6  26mm Green System New System  13mm 0.4 0.2 0 400 600 800 1000 1200 Gear Ratio (1:x) 13
  • 14. Gearbox  New gearbox for desired torque  Yellow System  Gear Ratio  High Gear 1:488  Low Gear 1:894  Nylon Gears  System failed as indicated  New and Improved  Gear Ratio  High Gear 1:783  Low Gear 1:1102  Nylon MDS 14
  • 15. Gear analysis  New and Improved  Gear Ratio  High Gear 1:783  Low Gear 1:1102  Nylon MDS  System will fail at indicated gear  Gear efficiencies  One way gearing ratio  Gear shifting 15
  • 16. Torque Analysis  Torque in new system is approximately 2 times higher than old system Number of Teeth Width (mm) Gears Old New Old New Worm 1 1 A 43 53 6 16 B 16 16 8 14 C 24 22 4 13.5 D 36 43 4 13.5 E 44 44 4 14 F 16 16 8 15 G 44 44 8 15 H 16 16 18 25 I 44 44 15 25 16
  • 17. Angle of Ascent  Angle of Ascent  Yellow/Green comes to a stop at 22 degrees  limited by torque μ Angle of Slippage  New Design comes to stop when it slips 1 45o  Limited by coefficient 0.55 28.8o of friction (ground and wheel) 0.3 16.7o  Important that center of gravity does not sit past the rear axel, when on a slope.  Not a problem for the new system, CG well ahead of rear axel. 17
  • 18. Spike Configuration Wheel Design  Wheel Design  Front Wheel Yellow Green  Rear Wheel  Spike Design  Parallel paths/Singular paths  Wheels are Nylon MDS 18
  • 19. Turning Radius  Turning Radius: Length of the wheel base  Wheel Base Wheel Base , W = 230 mm (new)  Track length  Track length , L= 195.5 mm  Resultant Turning Radius = 1.17 m  Yellow System  Wheel Base  Wheel Base , W = 350 mm  Track length  Track length , L= 205 mm  Resultant Turning Radius = 2.48 m 19
  • 20. Body Design  New Body Design  Lighter  Lower Center of gravity  Maintenance  Materials  Body : Nylon MDS  Block : Cast Iron 20
  • 21. Body Design John Deere (Green)  Three bodies tried  Yellow body (9kg)  Green body (7kg)  New Body (4.6kg) Nielson (Yellow) Light Test Body 21
  • 22. Conclusion  Low water pressure  New sprinkler arms  Derailing Problem in sharp bends  Smaller wheel base  Angle of ascent  Torque increased  Gear system  New gear ratio  Nylon MDS gears 22
  • 24. 24

Editor's Notes

  1. Add picture of broken gear
  2. This was done to optimize for major and minor losses in the systemAnd to obtain the optimal set up for desired water projection radius and torque
  3. Optimal configuration that we chose, gave us the following results-describe torque, water projection radius and flow rate vs. water projection angle
  4. four design triedTwo arm with varying nozzle diameter and bend angle
  5. Why change the gear ratios?Redesigned gears to be stronger and easily survive the torque in the system.System torque was increased in new designDoes it solve the problem we have with the gear box?Yes, the new gears are more than sufficient to account for the gearing ratios.
  6. Back wheel : decreased the weight...used the green one...more contact...rim looks different to decreased weightFront Wheel : was redesigned to fit perfectly to the hose (3/4), design was kept simple to reduce manufacturing costs...achieve the same resultThe teeth on the green system dig into the ground on the outside faces of the wheel, while the yellow system’s teeth dig into the ground on a shared central axis. 
  7. Original W = 350 mmOriginal L = 205 mmOriginal Turning Raduis = 2.48 m