|
Week
|
Lecture Topic | Reading | Homework |
|
1
(1/16-1/20)
|
MLK Day (no class on Mon, 1/16)
- course introduction (syllabus,
grading, policies)
- robot classification, terminology, overview
-
robotics application examples
|
|
0: sign
up for the
MECH564-L course Listserv
group selection survey
sheet
(due Fri, 1/20)
1: 4.1 (no joint limits),
4.9,
class RPR example
using
the sweep method
with L1=3, L2=L3=2
(sketch
and fully dimension each)
[due Fri, 1/27]
|
|
2
(1/23 - 1/27)
|
- robot
workspace
- workspace example
- vector/matrix review
- reference
frames, cartesian location description
| |
|
|
3
(1/30
- 2/3)
|
- homogeneous transformations
- transformation equations
| Chapter
2 | 2: 2.2, 2.6 (using hint),
2.13 (be sure to label the transformation arrows
on the frame diagram),
2.28 (use a compound transformation equation
to calculate the final transformation)
[due Mon, 2/6]
|
|
4
(2/6 - 2/10)
|
- forward position analysis
-
Denavit-Hartenberg notation
- frame attachment procedure
| |
3: 3.3, 3.4 (also provide the entire
link parameter table),
3.8 (also draw a frame diagram
with all transformation arrows labeled), 3.22
(see also: additional
information and requirements)
[due Wed, 2/15] |
|
5
(2/13
- 2/17)
|
- forward
position analysis example
- reverse position analysis
| |
4: 4.2 to end-effector point with task point
specification: (px,
py, pz), per revised figure;
present complete geometric and algebraic
solutions; draw rough sketches for all possible configurations for an end-effector point reachable by all possible solutions; verify forward and reverse
analyses
at [1/2, 1/2, 1] for L1=L2=2, L3=1
[due Wed, 3/7] |
|
6
(2/20
- 2/24)
|
- geometric solutions
- reverse position analysis example
-
Exam I review
- Project assignment
-
Adept Robot introduction
| |
|
|
7
(2/27
- 3/2)
|
EXAM
I (Mon, 2/27)
|
Chapter 12 | |
|
8
(3/5 - 3/9)
|
- take-home exam (EXAM II)
assignment
- Adept Robot programming (continued)
- class presentation info
|
|
|
|
9
(3/12
- 3/16)
|
SPRING
BREAK (no class) |
|
|
|
10
(3/19 - 3/23)
|
- forward kinematics, Jacobian Matrix
- inverse kinematics, singularities
- Adept
Robot Vision System
| Chapter 5 | |
|
11
(3/26 - 3/30)
|
- redundant manipulators
-
redundant manipulator inverse kinematics
- discuss and schedule class presentations
| | |
|
12
(4/2
- 4/6)
|
- redundant manipulator examples
- binary vision concepts
Project
reviews (Fri, 4/6) | |
|
|
13
(4/9 - 4/13)
|
- basic image analysis
- robotics applications (videos)
E-Days
(no class on Fri, 4/13) |
|
|
|
14
(4/16 - 4/20)
|
- robotics applications (videos) - continued
- image processing basics
EXAM II (due Fri, 4/20 in class)
| | research |
|
15
(4/23 - 4/27)
|
|
|
6:
presentation (counts as 2 homeworks) |
|
16
(4/30 - 5/4)
|
- Final Exam review
-
class presentations
- image processing basics (continued)
|
| |
| |
FINAL EXAM (Tue, 5/8,
9:40-11:40 am, same room) |