The compressor shown in the figure below can be taken as a non-offset slider crank. At the instant shown, the crank angle is 40° with respect to the horizontal axis. a) Put clearly the vector loop and the global coordinate system b) Find the horizontal position of the slider D with respect to the pin A c) Find the maximum horizontal position of the slider D with respect to the pin A 25 cm 10 cm B 40° A D Position analysis Position Analysis: Slider-crank linkage A R3 b Rx 82 R 03 d R1 (asin02 031 = arcsin or b asin02 032 = arcsin +π R4 x 04 X d = acos02-bcos03
The compressor shown in the figure below can be taken as a non-offset slider crank. At the instant shown, the crank angle is 40° with respect to the horizontal axis. a) Put clearly the vector loop and the global coordinate system b) Find the horizontal position of the slider D with respect to the pin A c) Find the maximum horizontal position of the slider D with respect to the pin A 25 cm 10 cm B 40° A D Position analysis Position Analysis: Slider-crank linkage A R3 b Rx 82 R 03 d R1 (asin02 031 = arcsin or b asin02 032 = arcsin +π R4 x 04 X d = acos02-bcos03
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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please urgent with using the formulas attached below of slider crank only the formulas attached don't use Another one please urgent

Transcribed Image Text:The compressor shown in the figure below can be taken as a non-offset slider crank. At the instant shown,
the crank angle is 40° with respect to the horizontal axis.
a) Put clearly the vector loop and the global coordinate system
b) Find the horizontal position of the slider D with respect to the pin A
c) Find the maximum horizontal position of the slider D with respect to the pin A
25 cm
10 cm
B
40°
A
D

Transcribed Image Text:Position analysis
Position Analysis: Slider-crank linkage
A
R3
b
Rx
82
R
03
d
R1
(asin02
031
= arcsin
or
b
asin02
032
= arcsin
+π
R4
x
04
X
d = acos02-bcos03
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