Prepare
Practice
Interview
Aptitude
Reasoning
English
GD
Placement papers
HR
Current affairs
Engineering
MCA
MBA
Online test
Login
Out of roundness for least square circle - Metrology & Quality Control
Home
>>
Category
>>
Mechanical Engineering (MCQ) questions and answers
>>
Metrology and Quality Control
Q. The out of roundness δ for least square circle is given as
- Published on 07 Aug 15
a.
δ = δp - δv
b.
δ = δp + δv
c.
δ = δ
r
d.
None of the above
ANSWER: δ = δp + δv
Related Content
Fluid Mechanics (
75
)
Manufacturing Processes - 1 (
75
)
Manufacturing Processes - 2 (
65
)
Material Science (
70
)
Theory of Machines - 1 (
60
)
Metrology and Quality Control (
151
)
Theory of Machines - 2 (
75
)
Heat Transfer (
271
)
Hydraulics & Pneumatics (
228
)
Thermodynamics (
388
)
Basic Mechanical Engineering (
91
)
Dynamics of Machinery (
92
)
Engineering Metallurgy (
61
)
Design of Machine Elements - 1 (
81
)
Mechatronics (
60
)
Turbo Machines (
70
)
Mechanical System Design (
73
)
Engineering Mechanics (
103
)
Strength of Materials (
110
)
Design of Machine Elements - 2 (
69
)
Discussion
Sravanthi
-Posted on 23 Oct 15
Out of roundness is defined as the greatest distance from a circle to an imperfectly or unbalanced profile.
- The different sources of out of roundness of machined parts are:
1) Clamping distortion
2) Spindle runout
3) Poor machine condition
4) vibrations, etc
Least square circle:
This circle represents average of all peaks and valleys. It is defined as the sum of squares of large equally spaced ordinates from a circle to the profile having minimum value.
Out of roundness (δ) = δ
p
+ δ
r
here,
δ
p
= distance of maximum peak
δ
r
= distance of maximum valley
➨
Post your comment / Share knowledge
Required!
Required!
Invalid Email Id!
Required!
Enter the code shown above:
Please enter the code shown above
(Note: If you cannot read the numbers in the above image, reload the page to generate a new one.)
MCQs
English
Tutorials
Download
▲