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Measurements Report C lab

Measurements Report C lab lab done in class not online
Course

Physics I (PHY1010U)

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Academic year: 2021/2022
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Report PhyI-01: Measurement and Evaluation of

Physical Parameters

Student’s name: CRN: Date
TA Signature_____________________

Experiment #1: Linear Dimensions and Volume

Hypothesis

What method do you think will be more precise for measuring the object’s volume (a) using calipers to measure linear dimensions and then calculate the volume or (b) just measuring the volume of water displaced by the object? Why do you thing so?

Measurements
Shape of the regular-shaped object: Rectangle

Table 1. Measurements, linear in cm and volume in ml ( cm 3 ) Object Height of cylinder or block, h, cm Diameter of cylinder, d , or width of block, w, cm

regular- shaped object

####### 3 3 3 3 3 1 1 1 1 1.

irregular- shaped object N/A* N/A

*Not Applicable

Object Length of block only, l , cm Displaced volume, V D, ml (cm 3 )

regular- shaped object

####### 4 4 4 4 4 24 24 24 24 25

The method that will be the most precise for measuring the objects volume will be the volume of water displaced by the object. Calipers cannot measure all types of shapes and objects making them more restrictive. The is also less room for error in the displacement method as measurements wont vary as much with this method.

irregular- shaped object N/A

####### 24 26 25 26 25.

Experiment #2: Mass and Densit y

Measurements

Table 2. Measurements

Object Mass m, g

regular-shaped object 65.

irregular-shaped object 66.

Experiment #1: Analysis

Regular-shaped object:

Table 1: Analysis

Mean (average) value,

Instrumental uncertainty,

Statistical uncertainty,

Absolute uncertainty,

Height, h 3 0 0 0

Diameter of cylinder or width of block, d/w

1 0 0 0

Length of block only, l 4 0 0 0

Volume calculated, V B/C 24 3 N/A N/A 0 3

Volume displaced, V D 24 3 0 0 3 0 3

Volume of the regular-shaped object V B/C = ____24 3 _______
Volume of the regular-shaped object VD = ____24 3 ________
Material: _Aluminum, ρref = ____2 g/cm 3 ______
Density of the irregular-shaped object ρ exp = _____2 g/cm 3 _______
Material: _____Aluminum ____, ρref = ____2 g/cm 3 ________

Conclusion and Error Analysis

The purpose of this lab was to get us to think about the uncertainties and how values differ in different
scenarios. Two methods were used in this lab to determine volume. First method was to use calipers to
measure the dimensions of the object however this only works for the regular shaped object not the
irregular shape. The second method calculating the volume be seeing how much water the blocks
displace when placed in a overflow can. The values obtained by the first method have a smaller
uncertainty because the first method is more accurate in terms of its measurements. The tool used in
the first method has a much smaller instrumental uncertainty than the tools used in method two which
is why their values are slightly different in terms of it measurements. In method one, there are not
many sources of error other than the uncertainties of the measuring tool. In method two there are
sources of error. There could be more or less water displaced during measurement. To measure the
mass of the object we used a triple beam balance. The density of the objects were determined by
dividing the mass with the average volume of the object being measured.
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Measurements Report C lab

Course: Physics I (PHY1010U)

435 Documents
Students shared 435 documents in this course
Was this document helpful?
Physics I Laboratory Faculty of Science, Ontario Tech University
Report PhyI-01: Measurement and Evaluation of
Physical Parameters
Student’s name: CRN: Date
TA Signature_____________________
Experiment #1: Linear Dimensions and Volume
Hypothesis
What method do you think will be more precise for measuring the object’s volume (a) using calipers to
measure linear dimensions and then calculate the volume or (b) just measuring the volume of water
displaced by the object? Why do you thing so?
Measurements
Shape of the regular-shaped object: Rectangle
Table 1.1. Measurements, linear in cm and volume in ml (cm3)
Object Height of cylinder or block, h, cm Diameter of cylinder, d, or
width of block, w, cm
regular-
shaped object
3.170 3.160 3.160 3.150 3.160 1.600 1.580 1.510 1.580 1.570
irregular-
shaped object N/A* N/A
*Not Applicable
Object Length of block only, l, cm Displaced volume, VD, ml (cm3)
regular-
shaped object
4.900 4.870 4.865 4.870 4.865 24.0 24.0 24.5 24.5 25
Report PhyI-01: Measurement and Evaluation of Physical Parameters
The method that will be the most precise for measuring the objects volume will be the volume of water
displaced by the object. Calipers cannot measure all types of shapes and objects making them more
restrictive. The is also less room for error in the displacement method as measurements wont vary as much
with this method.