Gear Ratios. Why? A firm grasp of gear ratio math will allow you to fine tune your vehicle's performance—specifically, its acceleration, torque and top.

Slides:



Advertisements
Similar presentations
Angular Motion in Cars Applying Physics of Rotational Motion, Newton’s Laws and Kinematics to the motion of a car.
Advertisements

Standard Transmissions
Gears and Transmissions
FRC Robot Mechanical Principles
A wise man once said… Winning… Is… Winning… But by a mile in a ¼ mile race? Impossible?
Mechanisms Simple Machines
Mechanical Power Systems
Wheels, pulleys and gears
Gears, Pulley Drives, and Sprockets
Gateway To Technology Building Mechanisms Mechanisms
Measuring Engine Performance. The main goal of this chapter is to determine functional horsepower through different measurements and formulas.
Manual Transmissions and Transaxles
Construct a boom crane Graphic retrieved from, on 05/19/2010.
 To understand and calculate gear ratios  To understand and demonstrate the relationship of torque and rotational speed  To understand and properly.
Horsepower / Torque Physics with Tech. Definitions Torque : Force (lbs) applied to a radius (ft). Units are ft∙lbs or N∙m. Radius : The distance from.
SUMMER INSTITUTE - ROBOTICS THE OHIO STATE UNIVERSITY Drivetrains.
Motor Coupling Design Review The 2004 Idaho Future Truck needs a system to couple the AC induction motor to the power train. + = Motor Future Truck Happy.
Gears Transmit rotary motion and torque Gears have positive engagement friction drives, belts.
Mechanisms Mechanisms Gateway To Technology®
TRANSMISSION SYSTEM (GEAR BOX)
May 2006 “The First in Synthetics” ® Heightened Awareness for Differential Oil Changes.
Understanding Tractor Power and Efficiency. Objectives Define power (and associated terms) and describe the types of power produced by a tractor. Define.
Compound Gears Unit 6.
What is an Automobile ? How does it work ? What makes it work ?
Sub unit 6.1 ”Power in Mechanical Systems”
Vehicle Dynamics Example Problems
Measuring Engine Performance
The Technological World The Amazing World of Gears.
Forging new generations of engineers. GEARS Presentation Objectives Identify parts of the gear trainer Identify gears Identify gear terminology Identify.
Power An Introduction. Power  Learning Standard  ENGR-EP-1. Students will utilize the ideas of energy, work, power, and force to explain how systems.
PSAA Curriculum Unit Physical Science Systems. Problem Area Energy and Power Systems.
CoG and Speeding Building SPEED July 28, July-2011 Center of Gravity The Center of Gravity is the point where the object/figure balances Geometry.
Gears and Speed/Power.
Chapter 29 – Black Book Chapter 2 – Chek Chart
Driven Drive Simple Gear B. 2. What is the position of the input shaft compared to the output shaft? Simple Gear B Parallel.
3 Introduction to Drivetrains.
Differential Casting An epic look into the differential casting By: Scott Loughran.
“Getting the Power to the Pavement”
Gears A gear is a wheel with teeth.
Automatic Transmissions and Transaxles CHAPTER Automatic Transmissions and Transaxles, 6e James D. Halderman | Tom Birch SIXTH EDITION Copyright © 2015.
U3d-L5 December 9, 2009 DRILL Sketch the pictures below and answer the questions: Which lever would be easier to push down, A or B? Which load will travel.
Motion. Everything in the universe is moving. People walk, run, and drive. Molecules and atoms vibrate with energy. Planets rotate and revolve. Motion:
Open Differentials Erwin Noriega. Objectives Enhance why differentials are required Present the basic mechanics of an open differential.
Power Transfer using GEARS Dean Celini Mentor FRC Team /10/2016.
St. Francis Prep Driver Education
Automatic Transmissions and Transaxles
Gears and Transmissions
Automatic Transmissions and Transaxles
conventional rear wheel drive, a beam axle assembly
Understanding what’s important when climbing the hill
Simple Machines Objectives: Levers Torque and Levers
DIFFERENTIAL UNIT.
Unit 4 Mechanical Systems
HW: Worksheet Aim: How do we solve fractional equation?
Manual Drivetrains and Axles
Two-Gear Gear Trains Using different size gear allows change in speed
Open Differentials By Jarvis Lu
Gearing Fundamentals.
Gears and Transmissions
Mechanical Engineering: Gears
Gears Transmit rotary motion and torque Gears have positive engagement
30 miles in 1 hour 30 mph 30 miles per hour
7 Measuring Engine Performance. 7 Measuring Engine Performance.
Powertrains Erin Choi Ffff.
Unit Physical Science Systems
What is a Simple Machine?
Warm Up: Name the parts of a wind turbine
Automotive Service Modern Auto Tech Study Guide Chapter 55
Automotive Technology Principles, Diagnosis, and Service
MATH, CHARTS, AND CALCULATIONS
Presentation transcript:

Gear Ratios

Why? A firm grasp of gear ratio math will allow you to fine tune your vehicle's performance—specifically, its acceleration, torque and top speed. Gear ratios determine the load on the engine, and that impacts both acceleration and top speed.

Transmissions Second gear is in the transmission. It is described by a ratio. If you have a second gear ratio of 1.8 to 1, that means the second gear in the transmission turns 1.8 times for every 1 turn of the engine.

Factors to Consider The higher the gear ratio, the quicker your car will accelerate, but lower mph The lower the gear ratio, the higher the miles per hour your car will be able to reach in that gear. (Keep in mind, your engine has to have enough power to push the car up to that speed.)

Some Typical Transmission Gear Ratios 1 st Gear: 3 : 1 2 nd Gear: 1.5 : 1 3 rd Gear: 1:1 4 th Gear:.85 : 1 5 th Gear and/or Overdrive:.70 : 1

How to Calculate Gear Ratio The number of teeth on the driven gear(output) divided by the number of teeth on the drive gear(input)

Driven(output) / Drive(Input) Find the Gear Ratio of the following of the following 1 st Gear 30 Driven / 10 Drive = Gear Ratio of 3:1

Driven(output) / Drive(input) Find the Gear Ratio of the following of the following 5 th Gear 10 Driven / 30 Drive = Gear Ratio of 1 : 3

Think about output speed difference 1st Gearvs 5th Gear 3 : 1vs 1 : 3

Rear Axle Gears For many performance cars, 3.73s and 4.10s are common rear axle gear choices. The rear end gear ratio refers to the relationship between the ring gear and the pinion gear.

Rear Axle Gears- Find the ratio- For example, if we divide a ring gear with 41 teeth by a pinion gear with 10 teeth we find that the gear ratio is 4.10:1 (41/10 = 4.10).

Final Drive Ratio Transmission Gear Ratio Multiplied by Drive Train Gear Ratio

Bonneville A TH200-4R overdrive automatic utilizes a First gear of 2.74, a Second of 1.57, a Third of 1.00, and a 0.67 Overdrive. It has a 3.73 Axle Ratio. What is it’s final drive ratio in 1 st Gear? With this transmission's First gear ratio of 2.74 combined with a 3.73 axle ratio, the final drive ratio >> yields a 10.22:1 (2.74 x 3.73 = 10.22).

Bonneville A TH200-4R overdrive automatic utilizes a First gear of 2.74, a Second of 1.57, a Third of 1.00, and a 0.67 Overdrive. It has a 3.73 Axle Ratio. What is it’s final drive ratio in overdrive? In overdrive, the final drive ratio equates to a Bonneville- ready 2.49:1 (.067x 3.73 = 2.49)

Bigger Picture? How does this determine the load on the engine and top speed?

Facts 1 HP = 33,000 ft-lbs/min A Horse can lift a lb weights 1 ft in 1 min HP = RPM X Torque / 5252 F = M x A Drawbar Horsepower : HP = lbs x mph / 375

Question What would the 1 st gear ratio need to be for at an ISX diesel engine to pull 100,000 lbs at 10 mph? It puts out about 2200 ft-lb of torque at 1500 rpm, and has a rear differential of 2.1? Ans: Start with drawbar horsepower… HP = lbs x mph / 375 HP = 100,000 x 10 / 375 = hp

Next Steps What would the 1 st gear ratio need to be for at an ISX diesel engine to pull 100,000 lbs at 10 mph? It puts out about 2200 ft-lb of torque at 1500 rpm, and has a rear differential of 2.1? Next HP = (RPM x Torque) / hp = (RPM X torque) / = (1500rpm x 2200 x tranny gear x rear diff)/5252

= (1500rpm x 2200ft-lb x tranny gear x 2.1) /5252 To Solve: Get everything on right side over to left side x 5252 = ft-lbs / 1500 = ft-lbs / 2.1 rear diff = ft-lbs / 2200 ft-lb = 2.11 AT LEAST!!!!!