Lab manual Metrology

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    Experiment # 1 

    To measure the diameters of pins using vernier calipers 

    Apparatus:-

    Vernier calipers, set of pins 

    Vernier caliper

    The vernier is a convenient tool to use when measuring the length ofan object, the outer diameter (OD) of a round or cylindrical object, the

    inner diameter (ID) of a pipe, and the depth of a hole.

    Parts of a vernier caliper:

    1.  Outside jaws: used to measure external lengths

    2.  Inside jaws: used to measure internal lengths3.  Depth probe: used to measure depths4.  Main scale (cm)

    5.  Main scale (inch)6.  Vernier (cm)

    7.  Vernier (inch)

    8.  Retainer: used to block movable part to allow the easytransferring a measurement

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    Least count:- It can be defined as min. reading on

    main scale divided by total no. of divisions on vernier scale.It is actually the min. measurement that an instrument can

    take place.

    L.C = Minimum division which can be measured from main scaleNo. of division on the vernier scale

    =1/10=0.1mm

    How the vernier works:The vernier consists of a main scale engraved on a fixed ruler and an

    auxiliary vernier scale engraved on a movable. The movable auxiliaryscale is free to slide along the length of the fixed ruler. This vernier's

    main scale is calibrated in centimeters with the smallest division inmillimeters. The auxiliary scale has 10 divisions that cover the same

    distance as 9 divisions on the main scale. Therefore, the length of theauxiliary scale is 9.0 mm.

    Principle of working:

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    PROCEDURE1  The whole movable jaw assembly is adjusted so that the two

    measuring tip just touch2  the parts to be measured. 3  Final adjustment depending upon the sense of correct feel is

    made by the adjusting 4  noted down the reading.

    5  The measuring tip is so designed as to measure inside as well as

    outside dimension. 

    Observations and calculations:

    Sr. No. Main scalereading

    Vernierscale

    division

    No. ofdiv.*L.C

    Diametersof pins

    1

    2

    3

    4

    5

    Comments:a.  Vernier caliper is a precision measuring toolb.  Capable to read within .001 inch.

    c.  Used for inside, outside and depth measurements. 

    d.  At a time we can take both inches and metricsmeasurements 

    References:•  http--itdc_lbcc_edu-cps-machineTool-precisionTools-

    precisionToolsALT-images-universal2_jpg.htm•  http://www.amazon.co.uk/Silverline-677256-Digital-Vernier-

    Calliper/dp/B000OIG00C •  http://www.tradekey.com/ks-vernier-calliper/ 

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    Experiment # 2

    Objective:

    To develop dimensions with the help of slip gaugeson gauge blocks.

    Apparatus:Box of slip gauges, Spirit, Soft cloth, Petroleum jell.

    Gauge blocks

    A gauge block (also known as a gage  block, Johansson gauge, slip

    gauge, or Jo block) is a precision ground and lapped measuring

    standard. It is used as a reference for the setting of measuringequipment such as micrometers, sine bars, dial indicators (when usedin an inspection role).

    Gage blocks are used for:

    •  calibration and inspection of precision instruments•  to set comparators/indicators•  setting of sine bars

    •  precision layout•

      machine setups

    General Care

    •  Protect gauge blocks from dirt, dust, and moisture by keepingthem enclosed in their case.

    •  While in their case, steel gauge blocks should not become

    magnetized. Otherwise, they will attract dust.

    Preparation before use

    •  If a protective coating was applied to the blocks afterprevious usage, a solvent (isopropyl or methyl alcohol)

    shouldbe used in removing the product.

    •  Measuring faces should be cleaned every time a block is used

    with chamois leather or a soft linen cloth.

    •  Keep in mind a thin film of grease should remain on the blocks.

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    Care in Use•  Gloved hands should handle the blocks so as to prevent

    finger prints

    • 

    It is important that the blocks do not take up the heat of thehand. Before using them for testing purposes, allow theblocks to adjust themselves to room temperature.

    •  When the highest accuracy is required, the test room should

    be 20˚ C. For ordinary purposes, the block and workpiece (ifthey are the same material), may assume the temperature

    of the room.

    Damaged gauges•  The edges undergo the most damage. They can easily be

    fixed by drawing an Arkansas type stone across the damagededge away from the measuring face of the standard.

    •  Thoroughly clean the edge afterward.

    •  A standard with a damaged measuring face should be

    returned to the manufacturer for restoration.

    Care after use•  Each block should be wiped clean after use and placed back

    into its appropriate case.

    •  Remove any fingerprints from the measuring surfaces.

    •  A corrosion preventive substance should be applied to the

    blocks before putting them away, if they are usedinfrequently.

    •  A preparation should be applied to the measuring surfaceswith a clean linen cloth as opposed to a brush. The brush

    may aerate the preparation, creating bubbles which in turnwill result in rusting.

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    Wringing

    It is the process of sliding the two blocks together so that their faceslightly bond. When combined with a very light film of oil, this actionexcludes any air from the gap between the two blocks. The alignment

    of the ultra-smooth surfaces in this manner permits molecularattraction to occur between the blocks, and forms a very strong bond

    between the blocks along with no discernible alteration to the stack'soverall dimensions.

    Grades Gauge blocks:They are available in various grades depending on their

    intended use.

    •  reference (AAA) — small tolerance (± 0.00005 mm or 0.000002in) used to establish standards

    •  calibration (AA) — (tolerance +0.00010 mm to -0.00005 mm)used to calibrate inspection blocks and very high precision

    gauging

    •  inspection (A) — (tolerance +0.00015 mm to -0.00005 mm)used as toolroom standards for setting other gauging tools

    •  workshop (B) — large tolerance (tolerance +0.00025 mm to -0.00015 mm) used as shop standards for precision

    measurement

    More recent grade designations include (U.S. FederalSpecification GGG-G-15C):

    •  0.5 — generally equivalent to grade AAA

    •  1 — generally equivalent to grade AA

    •  2 — generally equivalent to grade A+

    •  3 — compromise grade between A and B

    Grades are equivalent to former U.S. Federal grades as follows:

    •  00 — generally equivalent to grade 1 (most exacting flatness

    and accuracy requirements)

    •  0 — generally equivalent to grade 2

    •  AS-1 — generally equivalent to grade 3 (reportedly stands for

    American Standard - 1)

    •  AS-2 — generally less accurate than grade 3

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    •  K — generally equivalent to grade 00 flatness (parallelism) withgrade AS-1 accuracy

    Procedure:To develop any dimension, (mm or inch) the principle is tostart from first digit on the extreme right hand side of the dimensionand then successively moves towards the left.

    For example:To make 3.189 file we shall take the following slip gauges

    1.0091.08

    1.1sum=3.189 mm

    Gauge block 1 Gauge block 2 Gauge block 3 Gauge block 4Requireddimension

     

    Comments:

    •  Blocks are wrung together to form a stack of the required

    dimension, with the minimum number of blocks.•  They are made of material resistant to wear steel, tungsten

    carbide or ceramics.

    References:•  http--itdc_lbcc_edu-cps-machineTool-precisionTools-

    precisionToolsALT-images-universal2_jpg.htm

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    Experiment no: 3

    Objective:To measure the angle of wedge-shaped block with the

    of a sine-bar.

    Apparatus:Wedge shaped blocks, Sine-bar (10%), Set of slip gauges, Surface plates, Dial

    indications.

    Sine barSine bar is used for checking angles, typically used with gage blocks.Precise angles are measured using the sine bar.

    The sine bar is a precision bar that has been hardened and thenground and lapped to very precise dimensions. It is also used for

    machine setups.

    SINE PRINCIPLE:-

    The sine principle uses the ratio of two sides at right angle triangle isDeriving a given angle .It may be noted that devices operating on sineprinciple are capable of self generation. The measurements are usuallylimited to 45 from loss of accuracy point of view. Sine bars used in

    conjunction with gauges constitute a very good device for the precisemeasurement of angles .Sine bars are used to measure angles veryaccurately or for locating any work to a given angle within much closedlimit.

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    Material for sine bar

    Sine bars made from•  High carbon steel•  High chromium steel•  Corrosion resistant steel 

    CHECKING OF UNKNOWN ANGLES:-Many a times, angle of component to be checked is unknown .In sucha case it is necessary to first find the angle approximately with the helpof a bevel protractor. Then the sine bar is set at an angle and clampedto an angle plate .Next the work is placed on sine bar and clamped toAngle ,Slip-gauges are so arranged (according to deviation) that thesprit level is at centre ( the air bubble). 

    Procedure:-The figure below shows a sine bar from the side,

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    A simple example is - set up a sine bar with an angle of 24°-57', if the

    sine bar has 5" centres.

    The sine bar shown above will only allow a single angle to be set, but

    in some cases we want to set two angles, for this a compound sineplate is used.

    Sine Bar Limitations

    •  When using a sine bar, the height setting is limited by the gaugeblock divisions available (often 0.0001"). This results in an error

    that may be negligible, or in some cases quite significant.

    •  A simple example to illustrate this effect is given below for two

    extreme cases. In the first case the sine bar is near horizontal, inthe second case it is near vertical.

    Observations and calculations:

    No. of

    observations

    L(in) H(in) Sin ө = h/l  Ө(Degrees) 

    1

    2

    3

    45

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    Comments:-•  A compound angle should not be formed by miss-dignity of w/p

    with the sine bar.•  This can be avoided by attaching the sine brand work against anangle plate.

    •  Accuracy of sine bar should be ensured.•  As far as possible longer sine bar should be used since4 many

    errors are reduced by using longer sine bars 

    Preferences:•  http--claymore_engineer_gvsu_edu-eod-manufact-manufact-212_gif.htm

    •  http://www.eod.gvsu.edu/eod/manufact/manufact-130.html

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    Experiment#4

    Objective:To measure a taper bore with balls and depth gauge.

    Apparatus:Given piece with taper bore, Spherical ball, Taper bore apparatus, Depth

    gauge.

    DEPTH GAUGE

    The depth gauge micrometer is a precision measuring instrument, used by engineers to

    measure depths.

    Types:-

    •  Dial depth gauge•  Digital depth gauge•  Dial calipers•  Dept micrometer•  Digital depth micrometer

    Application of depth gauge:Depth gauge can be used to

    •  Determine the capacity at the fill point.•  Determine the distance between the surfaces.•  For the inspection of the depth of hole.•  Inspect the depth of slots.•  In tool and dial industrial applications.

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    Precautions:•  Ball should not drop into the taper but they should give gently roll.

    •  The wedging effects of the balls and the consequent elastic deformation

    both of the balls and the gauges can cause appreciable .

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    Observations and calculations:h = height of gauge blocks=50mm

    h2 = height of smaller ballh2 = height of bigger ball

    r1 = radius of smaller ball

    r2 = radius of bigger ball

    LM = center to center distance between balls

    Ө = taper angle

    LM = h2-h1-r1+r2

    Sin ө/2 = (r2-r1)/LM 

    Sr. no. R 1  R 2  H1  H2  LM Sin ө/2 ө/2 

    1

    2

    3

    Comments:•  Small ball does not touch the bottom surfaces

    •  Centre of the large ball is inside the component

    •  lines joining the centers to the tangents are parallel

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    Experiment : 5

    Objective:

    To find out the angle of the given flat plates with the help of

     bevel protector.

    Apparatus:

    Given flat plates, Bevel protector.

    BEVEL PROTRACTOR

    It is used to lay out, measure, or check angles.

    The universal bevel protractor is capable of measuring obtuse angles as well as acuteangles when accompanied with the correct attachments. Look at below to give you an idea

    as to the uses of the universal bevel protractor.

    Main Components:-

    The main component of the bevel protractor is the main scale The main scale is

    graduated into four 90-degree components. The main scale is numbered to read from 0 to

    0 degrees and then back from 90 degrees to 0.As with other vernier measuring devices, the

    vernier scale of the bevel protractor allows the tool to divide each degree into smallerincrements. The vernier scale is divided into 24 spaces, 12 spaces on either side of the

    zero.

    Least count:-

    Each space on the vernier scale is, therefore, one-twelfth of a degree.One-twelfth of a degree is equal to 5 minutes. 

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    Main Components:-The main component of the bevel protractor is the main scale The

    main scale is graduated into four 90-degree components. The mainscale is numbered to read from 0 to 0 degrees and then back from 90degrees to 0.As with other vernier measuring devices, the vernier scaleof the bevel protractor allows the tool to divide each degree intosmaller increments. The vernier scale is divided into 24 spaces, 12spaces on either side of the zero.

    Least count:-

    Each space on the vernier scale is, therefore, one-twelfth of a degree.One-twelfth of a degree is equal to 5 minutes. 

    Procedure:-To read the protractor, note where the zero on the vernier cale lines upwith the degrees on the dial in Figure 10. The degrees are read directlyfrom the main scale. The zero on the vernier scale is just pass the 85degree mark. Now, adding in the same direction (counter- clockwise),count, by five, from zero on the ernier scale to the lines that match upon the dial. Add this number of minutes to the number of whole

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    degrees. The total number of degrees and minutes in figure wouldequal 85 degrees and 30 minutes. 

    Types of bevel protractor:-

    • 

    A

    • 

    B

    • 

    C

    •  D In types A, B the vernier is graduated to read 5min arcs whereas incase C the scale is graduated to read in degrees and the bevelprotractor is without vernier or fine adjustment. the difference betweentype A and B is that a is provided with fine adjustment devices or acuteangle attachment whereas type is not the scale of all types are

    graduated either as a full circle marked 0-90-0-90 with one vernieras semi circle marked 0-90-0 with two vernier 180 apart .Type D isgraduated in degrees and is not provided with either vernier or fineadjustment devices or acute angle attachment. 

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    Comments:-• 

    When reading from 90 degrees, make sure to note the positionswhere the angle and the supplement are from.

    •  Working surfaces should be plane.

    •  It should not use for precise measurements

    Observations and calculations:

    angle 0f plates Angle found out

    Refrences:-•  http://process-equipment.globalspec.com/Industrial-

    Directory/bevel_protractor •  http://material-

    handling.globalspec.com/LearnMore/Manufacturing_Proc

    ess_Equipment/Inspection_Tools_Instruments/Protractors_Angle_Gages 

    •  http://www.manufacturers.com.tw/office/Bevel-Protractor.html

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    Experiment # 6

    Objective:To draw the histogram based on the data obtained in

    experiment no. 1.

    HistogramPurpose Of A Histogram A histogram is used to graphically summarize and display the distribution of aprocess data set.

    Mathematical definition

    In a more general mathematical sense, a histogram is a mapping mi  that counts the number of observations that fall into various disjoint

    categories (known as bins), whereas the graph of a histogram ismerely one way to represent a histogram. Thus, if we let n be the total

    number of observations and k  be the total number of bins, the

    histogram mi  meets the following conditions:

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    Cumulative histogram:

    A cumulative histogram is a mapping that counts the cumulativenumber of observations in all of the bins up to the specified bin. That

    is, the cumulative histogram M i  of a histogram mi  is defined as:

    Class limit:The class limits are defined as the numbers or the values of the

    variables which describe the classes. The smaller no. is the lower class limit

    and the larger no. is the upper class limit. There should be no overlappingbetween the classes.

    Class boundaries:These are the precise numbers which separate the two classes.

    They form the boundary between the two. This particular number is commonfor both classes.

    Class width or interval:It is equal to the difference between the two successive lower

    class limits.

    Observations and calculations:

    No ofobservations Measurements

    1 5.7

    2 5.6

    3 5.8

    4 5.6

    5 5.7

    6 5.6

    7 5.5

    8 5.4

    9 5.5

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    10 5.4

    5.7

    5.6

    5.8

    5.6

    5.7

    5.6

    5.5

    5.4

    5.5

    5.4

    5.2

    5.3

    5.4

    5.5

    5.6

    5.7

    5.8

    5.9

    1

    Series1

    Series2

    Series3

    Series4

    Series5

    Series6

    Series7

    Series8

    Series9

    Series10

     

    Preferences:•  http--itdc_lbcc_edu-cps-machineTool-precisionTools-

    precisionToolsALT-images-universal2_jpg.htm

    •  http://www.amazon.co.uk/Silverline-677256-Digital-Vernier-Calliper/dp/B000OIG00C 

    •  http://www.tradekey.com/ks-vernier-calliper/