Lesson 3 Measurement
Tools used in measuring engine components Micrometer caliper – precision measuring tool for taking outside measurements. Inside micrometer – determines the inside of a cylinder Flat feeler gage – recognizes the spacing between two surfaces Dial indicator – recognizes the spacing between two surfaces and records readings of the dial needle
Tools (continued) Round-wire gage – used in measuring the electrode gap of spark plugs Plastigage – a thin, plastic, threadlike material used to measure the clearance between the bearing journal on a crankshaft and the bearing rod cap
Plastigage
Tools (continued ) Torque wrench – the hand tool used for torque which bolts and nuts must be tightened to Compression gage – helps in determining if there is a problem with the cylinder, piston rings, valves, or gaskets. It measures compression pressure in pounds per square foot
Compression Gage
Tools (continued) Telescoping gage – a tool used for measuring inside diameter Tachometers – used for reading revolutions per minute
Telescoping Gage
Specifications of an internal combustion engine Charts detail the exact specification to increase performance and prolong life Related to engine size and work requirements Clearances of the intake and exhaust valves
Four major specifications on small engines Fuel Oxygen Compression Ignition
Fuel Use the fuel recommended by the manufacturer Guidelines for carburetor adjustments: Turning valve clockwise creates leaner fuel mixture Turning valve counter clockwise creates richer fuel mixture
Oxygen Engines need to take in clean air in order for combustion to occur. Air filters should be routinely checked and cleaned
Compression Not having compression indicates a serious problem in the engine Quick test method: pull the starter rope. If there is no resistance against the starter rope, the engine lacks compression
Ignition Routinely check spark plugs Clean the electrodes with a wire brush If reinstalling spark plugs, the plug gap should be adjusted properly
Setting the gap on a spark plug
Reading the Micrometer
This is a English micrometer thimble sleeve anvil spindle frame
Let’s take a close look at the sleeve of the micrometer.
/10 inch (0.100) 25/1000 inch (0.025) 1/1000 inch (0.001) One inch (1.000)
Now, an example...
Smallest Measurement Largest sleeve reading Now, an example... One mark past largest sleeve reading Thimble Reading inches
A digital micrometer
Another example...
Smallest Measurement Largest sleeve reading Three marks past largest sleeve reading Thimble Reading inches Another example...
Least Precise Accuracy of 1/16” (.0625”) Used on large items and “non-precision” work Available in various lengths
Divided into increments of 1/16” (standard) * sometimes smaller Metric on the opposite side Bold numbers indicate inches
Accuracy of.001” 0” – 6”, 0” – 12”, 0” – 36” Used on precision jobs Measures Outside Diameters, Inside Diameters, And Depths
Each increment on the bar represents.100” Each round on the dial equals.100” or.200” Depending on the brand of the tool Bold numbers on the dial represent.010” Small dashes equal.001”
English Linear Units 12 inches (in.) = 1 foot (ft.) 3 ft. = 1 yard (yd.) 5280 ft. = 1 mile 1720 yd. = 1 mile
English Area Units 144 square inches (sq. in.) = 1 square foot (sq. ft.) 9 sq. ft. = 1 square yard (sq. yd.) 43,560 sq. ft. = 1 A 640 A = 1square mile (sq. mi.)
English Volume Units Liquid Measurements 1 pint (pt.) = 16 ounces (oz.) 2 pt. = 1 quart (qt.) 4 qt. = 1 gallon (gal.) 7.48 gal. = 1 cubic foot (cu. ft.)
English Weight Units 16 oz. = 1 lb. 100 lb.= 1 hundredweight (cwt.) 2,000 lb. = 1 ton (T) 2,240 lb. = 1 long ton
Figuring Area of Objects
Determining the Area of a Rectangle If width = 1,000 ft length = 2,000 ft 1,000 x 2000 ft = 20,000 ft 2
Determining the Area of a Triangle
If base = 600 ft. and height = 750 ft. area = 600 x area = 210,000 ft 2 area = 4.82 acres
Determining the Area of a Circle
Volume 3 Dimensional in “cubic” units Important to remember - when converting from cubic feet to cubic yard, divide by 27
Determining Cubic Area
Length = 100 ft Width = 20 ft Height = 20 ft Volume = 40,000 ft 3
Determining the Volume of a Cylinder
If height = 10 feet and radius is 3 feet what is the volume of this cylinder? 3 2 x 3.14 x 10 = ft 3