1. Name of the department- Psychology
2. Year of Establishment -UG-1963 and -PG-1984
3. Names of Programmers / Courses offered: UG – BA(Integrated)
Sanctioned
|
Filled
|
Professors |
01 |
Nil |
Asst. Professors |
01 |
01 |
PG-MA (with the specification of Educational Psychology)
4. Course System: UG-Annual System; PG- Semester System
5. Number of teaching posts:
Sino |
Name |
Designation |
1. |
Prof. B G Singh |
VC Pt. Sundar Lal Sharma Open University Bilaspur (CG) |
2. |
Dr.A.S.Dixit |
Physician . Rajnandgaon (CG) |
3. |
Dr.Bashir Hasan |
Prof. SoS in Psychology Pt. Ravishankar Shukla University Raipur (CG) |
4. |
Prof. Meeta Jha |
Prof. SoS in Psychology Pt. Ravishankar Shukla University Raipur (CG) |
6. List of senior visitingfaculty:
7. Percentage of lectures delivered and practical classes handled(programmed wise) by temporary faculty-:
UG– B A (40%)
PG-MA (40% )
8. Student -Teacher Ratio (programmed wise) - UG- 90:2
PG- 24: 2
9. Number of academic support staff (technical) and administrative staff; sanctioned and filled-
LaboratoryAttendant -Nil,
LaboratoryTechnician - 01
10. Qualifications of teaching faculty. - PhD
11. Research Centre /facility recognized by the University- Applied
12. Publications:
Publication per faculty- 03
Number of papers published in peer reviewed journals byfaculty: 18
Books Edited- 02
Books withISBN/ISSN numbers with details of publishers-0
13. Faculty as members in: (a) National committees(b)International Committees (c) Editorial Boards & Committees-
(i). Psychology central board of studiesChhattisgarh
(ii). Board of studies: Hemchand YadawUniversity Durg Chhattisgarh.
(iii). Board of studies: Psychology Govt. Digvijay Autonomous P GCollege Rajnandgaon Chhattisgarh..
(iv). President, Psychological Forum Chhattisgarh.
(v). Secretary, Alumni Association SoS in Psychology Pt. RavishankarShuklaUniversity Raipur.
(vi). Managing and Joint Editor “Mind and Society “ (A Peer Reviewed Research Journal of Social Sciences)
14. Student projects:
( Percentage of students who have done in-house projects including interdepartmental/programmed-)
Fieldwork Projects Conducted by 100 % P.G. Students& B.A. Finalstudents.
15. List of eminent academicians and scientists / visitors to the department-
S.No |
Name |
Designation |
1. |
Prof. Primvada Srivastava |
Prof. SoS in Psychology Pt. Ravishankar Shukla University Raipur (CG) |
2. |
Prof. Meeta Jha |
Prof. SoS in Psychology Pt. Ravishankar Shukla University Raipur (CG) |
3. |
Dr.Bashir Hasan |
Prof. SoS in Psychology Pt. Ravishankar Shukla University Raipur (CG) |
4. |
Dr. Debjani Mukherji |
HoD Psychology St. Thomus College Bhilai Chhattisgarh |
16. Details of Infrastructural facilities
a)Total Number of Books in this subject 1421
b) Internet facilities for Staff & Students available
c) Classrooms with ICT facility- 01
d) Laboratories- Yes (well equipped lab with required apparatus)
17. Number of students receiving financialassistance from college, university, government or other agencies-
Allthe eligible students SC/ST/OBC/BPL minorities are getting scholarships as per state and central governmentsrules.
17. SWOC analysis of the department and Future plans- Strengths-
� The oldest & only Govt. collegewhich offers PG program in the subject under this University
� Excellent results
� Free Counseling provided by the faculty to theneeded people of society.
� Well qualified teaching &technical staff.
� Department has aresearch centre for PhD Scholars. Weakness-
� Lack of awareness regarding the importanceof subject as it is not taught in the school curricula.
� Insufficient teaching faculty inproportion to programs offeredOpportunities-
� Thesubject sample job opportunities as counselor in education, hospitals, NGOS, organizations.
� The multidisciplinary approach &utility of the subject in all walks of life.Challenges
� Lack of awareness among the students
� To cope up with the increasing workload. Future Plans-
� Department will try to develop theirstudent as a good counselor for the people of this region.
UG Result
Class |
2016-17 |
2017-18 |
2018-19 |
2019-20 |
2020-21 |
Appear |
Pass |
% |
Appear |
Pass |
% |
Appear |
Pass |
% |
Appear |
Pass |
% |
Appear |
Pass |
% |
BA I |
58 |
37 |
63.79 |
40 |
37 |
92.5 |
35 |
15 |
42.85 |
51 |
51 |
100 |
43 |
43 |
100 |
BA II |
23 |
22 |
95.65 |
24 |
17 |
70.83 |
30 |
30 |
100 |
15 |
15 |
100 |
38 |
38 |
100 |
BA III |
30 |
30 |
100 |
14 |
7 |
50 |
23 |
21 |
91.30 |
34 |
34 |
100 |
16 |
16 |
100 |
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)
PG Result
Class |
2016-17 |
2017-18 |
2018-19 |
2019-20 |
2020-21 |
Appear |
Pass |
% |
Appear |
Pass |
% |
Appear |
Pass |
% |
Appear |
ass |
% |
Appear |
Pass |
% |
MA II |
18 |
18 |
100 |
19 |
14 |
73.68 |
13 |
12 |
92.30 |
12 |
12 |
100 |
28 |
27 |
96 |
MA IV |
11 |
11 |
100 |
18 |
18 |
100 |
18 |
16 |
88.88 |
10 |
10 |
100 |
11 |
11 |
100 |
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)