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SK Mengajar Semester Genap TA 2010 2011

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K E P U T U S A N D E K A N F A K U L T A S T E K N I K

U N I V E R S I T A S N E G E R I Y O G Y A K A R T A

N O M O R : 1 0 5 T A H U N 2 0 1 1

T E N T A N G

T U G A S M E N G A J A R D O S E N

F A K U L T A S T E K N I K U N I V E R S I T A S N E G E R I Y O G Y A K A R T A S E M E S T E R G E N A P 2 0 1 0 / 2 0 1 1

D E K A N F A K U L T A S T E K N I K U N I V E R S I T A S N E G E R I Y O G Y A K A R T A

M e n i m b a n g : 1 . B a h w a d a l a m r a n g k a p e l a k s a n a a n t u g a s p e n d i d i k a n d a n p e n g a j a r a n S e m e s t e r G e n a p 2 0 1 0 / 2 0 1 1 , F a k u l t a s T e k n i k U n i v e r s i t a s N e g e r i Y o g y a k a r t a , p e r l u m e n e t a p k a n T u g a s M e n g a j a r D o s e n S e m e s t e r G e n a p

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2 . B a h w a u n t u k k e p e r l u a n d i m a k s u d p e r l u d i t e t a p k a n d e n g a n K e p u t u s a n D e k a n .

M e n g i n g a t : 1 . U n d a n g - u n d a n g N o m o r 2 0 t a h u n 2 0 0 3

2 . P e r a t u r a n P e m e r i n t a h R I N o m o r 6 0 t a h u n 1 9 9 9

3 . K e p u t u s a n P r e s i d e n R I : a . N o m o r 9 3 t a h u n 1 9 9 9 ; b . 3 0 5 / M t a h u n 1 9 9 9 4 . K e p u t u s a n M e n t e r i P e n d i d i k a n d a n K e b u d a y a a n R I : N o m o r 2 7 4 / 0 / 1 9 9 9 5 . K e p u t u s a n M e n d i k n a s R I N o m o r 0 0 3 / 0 / 2 0 0 1

6 . K e p u t u s a n R e k t o r U N Y N o m o r : 5 2 9 / H 3 4 / K P / 2 0 0 7

M E M U T U S K A N

M e n e t a p k a n

P e r t a m a : T u g a s M e n g a j a r D o s e n S e m e s t e r G e n a p 2 0 1 0 / 2 0 1 1 , F a k u l l t a s T e k n i k U n i v e r s i t a s N e g e r i Y o g y a k a r t a , s e p e r t i t e r s e b u t p a d a l a m p i r a n K e p u t u s a n i n i .

K e d u a : D a f t a r d o s e n m e n g a j a r d u m a k s u d d i k t u m p e r t a m a d i s e r a h i t u g a s m e n g a j a r d a n m e n g u j i s e s u a i m a t a k u l i a h t a e r s e b u t p a d a L a m p i r a n K e p u t u s a n i n i .

K e t i g a : K e p u t u s a n i n i b e r l a k u s e j a k t a n g g a l 1 4 F e b r u a r i 2 0 1 1 s . d . 3 J u n i 2 0 1 1 .

K e e m p a t : S e g a l a s e s u a t u a k a n d i u b a h d a n d i b e t u l k a n s e b a g a i m a n a m e s t i n y a a p a b i l a d i k e m u d i a n h a r i t e r n y a t a t e r d a p a t k e k e l i r u a n d a l a m K e p u t u s a n i n i .

D i t e t a p k a n d i : Y o g y a k a r t a P a d a t a n g g a l : 1 4 F e b r u a r i 2 0 1 1

T e m b u s a n k e p a d a Y t h . :

1 . R e k t o r U n i v e r s i t a s N e g e r i Y o g y a k a r t a

2 . P a r a P e m b a n t u R e k t o r U n i v e r s i t a s N e g e r i Y o g y a k a r t a

3 . P a r a K e p a l a B i r o d i l i n g k u n g a n U n i v e r s i t a s N e g e r i Y o g y a k a r t a 4 . P a r a D e k a n d i l i n g k u n g a n U n i v e r s i t a s N e g e r i Y o g y a k a r t a 5 . K a b a g . P e n d i d i k a n d a n K e r j a s a m a U n i v e r s i t a s N e g e r i Y o g y a k a r t a 6 . K a b a g . K e u a n g a n U n i v e r s i t a s N e g e r i Y o g y a k a r t a

7 . P a r a P e m b a n t u D e k a n d i l i n g k u n g a n F a k u l t a s T e k n i k U n i v e r s i t a s N e g e r i Y o g y a k a r t a

8 . P a r a K e t u a J u r u s a n / P r o g r a m S t u d i d i l i n g k u n g a n F a k u l t a s T e k n i k U n i v e r s i t a s N e g e r i Y o g y a k a r t a 9 . K a b a g . T a t a U s a h a F a k u l t a s T e k n i k U n i v e r s i t a s N e g e r i Y o g y a k a r t a

1 0 . K a S u b a g K e u a n g a n d a n K e p e g a w a i a n F a k u l t a s T e k n i k U N Y 1 1 . B P P F a k u l t a s T e k n i k U n i v e r s i t a s N e g e r i Y o g y a k a r t a

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E K 0 3 0 4 M a t e m a t i k a T e k n i k 3 0 0 3 I I B R a b u , 1 - 3 R F 3

E K 0 3 0 4 M a t e m a t i k a T e k n i k 3 0 0 3 I I D R a b u , 4 - 6 R F 1

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J 0 0 3 I V D R a b u , 5 - 6 R F 3

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S E L 2 1 0 T e l e m e t r i 2 0 0 2 V I A D R a b u , 9 - 1 0 R F 3

E K 0 2 2 9 P r a k t i k M i k r o p r o s e s o r 0 2 0 2 I V C K a m i s , 1 - 4 T C

E K 0 2 3 1 D a s a r T e l e k o m u n i k a s i 2 0 0 2 I V B K a m i s , 5 - 6 R F 3

E K 0 2 3 1 D a s a r T e l e k o m u n i k a s i 2 0 0 2 I V A k a m i s , 7 - 8 R F 2

E K 0 3 2 0 S i s t e m M i k r o p r o s e s o r 3 0 0 3 I V A J u m ' a t , 3 - 4 R F 3

E K 0 2 3 1 D a s a r T e l e k o m u n i k a s i 2 0 0 2 I V C J u m ' a t , 8 - 9 R F 3

J u m l a h 1 6 4 0 2 0

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H. Ba s r owi, MP d

E K 0 2 2 2 P r a k t i k I n s t a l a s i I n d u s t r i 0 2 0 2 I V D S e n i n , 1 - 4 B I L

E K 0 2 1 8 P r a k t i k I n s t a l a s i R e s i d e n s i a l 0 2 0 2 11 E S e n i n , 9 - 1 2 B I L

E K 0 2 1 8 P r a k t i k I n s t a l a s i R e s i d e n s i a l 0 2 0 2 11 C S e l a s a , 1 - 4 B I L

E K 0 2 1 8 P r a k t i k I n s t a l a s i R e s i d e n s i a l 0 2 0 2 I I B S e l a s a , 5 - 8 B I L

E K 0 2 1 1 I n s t a l a s i L i s t r i k 2 0 0 2 I I A K a m i s , 3 - 4 R E 3

P E L 1 0 3 P e n g a j a r a n M i k r o 0 1 0 1 V I A k a m i s , 5 - 6 R M C

E K 0 2 2 2 P r a k t i k I n s t a l a s i I n d u s t r i 0 2 0 2 I V D K a m i s , 9 - 1 2 B I L

J u m l a h 2 1 1 0 1 3

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DR. Sams ul Ha di, MT

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E K 0 3 6 3 S e n s o r d a n T r a n d u s e r 0 3 0 3 I V F S e n i n , 3 - 6 L M E K A

E K 0 3 2 0 S i s t e m M i k r o p r o s e s o r 3 0 0 3 I V F S e n i n , 7 - 8 R F 1

E K 0 3 2 0 S i s t e m M i k r o p r o s e s o r 3 0 0 3 I V C S e l a s a , 5 - 6 R F 2

E K 0 3 2 0 S i s t e m M i k r o p r o s e s o r 3 0 0 3 I V C S e l a s a , 7 - 8 R F 2

E K 0 3 6 3 S e n s o r d a n T r a n d u s e r 0 3 0 3 I V F S e l a s a , 9 - 1 2 L M E K A

E K 0 2 3 0 P r a k t i k K e n d a l i T e r p r o g r a m 0 2 0 2 I V C R a b u , 1 - 4 L M E K A

E K 0 3 6 3 S e n s o r d a n T r a n d u s e r 0 3 0 3 I V R a b u , 9 - 1 2 T C

E K 0 3 6 3 S e n s o r d a n T r a n d u s e r 0 3 0 3 I V E J u m ' a t , 1 - 4 L M E K A

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