FULLNAME
ADDRESS
EMAIL: XXXXXXXXX
PHONE NO: xxxxxxxxxx OBJECTIVE: To pursue master’s degree that suits my interests and qualifications and gain knowledge by learning depth in the subject I have taken up. EDUCATIONAL DETAILS:
SL
CLASS
NAME OF THE INSTITUTION
EXAMINATION BOARD
PERCENTAGE
YEAR OF COMPLETION
1.
B.Tech
QIS COLLEGE OF ENGG&TECH, ONGOLE
JNTU,HYD
72
2005
2.
XII
SAINIK SCHOOL, KORUKONDA
AISSCE
71.4
2001
3.
X
SAINIK SCHOOL, KORUKONDA
AISSE
83.6
1999
CO-CURRICULAR ACTIVITIES:
Presented a paper on "fuel cells” at 6th national convention of ISTE(Indian society of Technical Education) conducted by JNTU, HYDERABAD
And also participated in regular debates and group discussions conducted in the college EXTRA-CURRICULAR ACTIVITIES:
Attended Adventure course at HMI, DARJEELING as contingent leader
Achieved NCC, ARMY WING 'B' Certificate,
Represented school at zonal level football tournament (south zone) during 1999-01 SOFT SKILLS:
ÁUTO CAD, PRO-E (WILD FIRE),CATIA -V5, C LANGUAGE PROJECT:
I have done a project titled "GENERATION OF EPICYCLIC GEAR TRAINS(using rotational isomorphism)" under the guidance of Dr.A.C.RAOB.E.(hons),M.E,M.E,Ph.D,D.Sc.. Generally joining various gears and arms in various fashions can form many gear trains.
Up to now gear trains we use have only four links and only one defined output. If we increase the number of joints, defining the output becomes difficult, because of the complexity in identifying the similar schematics. Until recently researchers used trail and error methods to identify similar gear trains from a bunch of them having same number of links, greater then four. But there are some mathematical relations and computer algorithms, which can be used to identify the similar gear trains, which have links greater than four.
We found out various gear trains that have similar output and having 10 links and 3 degrees of freedom using isomorphism technique. This technique has two parts, incident graph isomorphism and rotational graph isomorphism. We continued the project, which was left by our senior colleagues who have filtered the graphs using incident graph technique, which is half way through the synthesis process. We further filtered the graphs using rotational graph technique and also using a mathematical relation known as rotational hamming matrix. By rotational graph technique the synthesis process will be completed. The next step analysis is the process that follows. PERSONAL DETAILS: NAME :************** FATHER'S NAME :************** MOTHER'S NAME :************** DATE OF BIRTH :************** PRESENT ADDRESS :************** LANGUAGES KNOWN :************** PHONE NO :************** EMAIL : ************** DECLARATION: I declare that the above-mentioned information is true and correct to the best of my knowledge
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