CE 358 Fall 2015
S.A.KINNAS
H.W. #2 SOLUTION
Problem 1.
In Problem 3 of HW#1, we determined L=87.5m, T=11.75s
2
2
(x, t) = acos(kx t) = 1.2cos ( x
t)
L
T
2
=
= 0.072 1
L
2
=
= 0.535 1
T
(x, t) = 1.2cos(0.072x 0.535t)
(x, t)
v(x, t) =
= [acos(kx t)]
t
t

INTRODUCTORY OCEAN ENGINEERING1
CE 358 - FALL 2015
Homework No. 3
Total points: 1082
DUE DATE: Tuesday, September 22 (at 11:00 AM, in class)
IMPORTANT: For complete credit, please provide:
ALL steps of your procedure and your calculations
UNITS for the

INTRODUCTORY OCEAN ENGINEERING
CE 358 - FALL 2015
Homework No. 21
Total points: 1102
DUE DATE: Tuesday, September 15 (at 11:00 AM, in class)
NOTE: Provide thorough derivations or explanations, and
computer generated, fully annotated graphs for full credit

CE 358 Fall 2015
S.A.KINNAS
H.W. #5 SOLUTION
Problem 1
Wave Pressure:
p = gaekz cos(kx t) = gekz
= 1025kg/m3
= kx t
= 0.1121
= 1.049 1
a=0.65m
At Point B when t=0s
B =
,
2
e0.112(6) = 0.511
p = gaekz cos ( ) = 1025 9.81 0.65 0.511 0 = 0 Pa
2
At Point

INTRODUCTORY OCEAN ENGINEERING1
CE 358 - FALL 2015
Homework No. 5
DUE DATE: Tuesday, October 6 (at 11:00 AM, in class)
IMPORTANT: For complete credit, please provide:
ALL steps of your procedure and your calculations
UNITS for the requested quantities

INTRODUCTORY OCEAN ENGINEERING
CE 358 - FALL 2015
Homework No. 11
DUE DATE: Wednesday, September 9 (by 4pm in Computational
Hydrodynamics Lab, ECJ 8.502)
NOTE: Provide ALL the steps that led you to your answer, and
computer generated, fully annotated grap

CE 358 - FALL 2015 (Kinnas) — Test I - October 14, 2015 2
Your Name:
5 0L (/17! 0M}
Problem No. 1: (Total points: 26)
a) We consider a 5 sec sinusoidal wave in deep water. What do you have to say about the spin
of the water particles under the wave, a

INTRODUCTORY OCEAN ENGINEERING1
CE 358 - FALL 2015
Homework No. 4
DUE DATE: Tuesday, September 29 (at 11:00 AM, in class)
IMPORTANT: For complete credit, please provide:
ALL steps of your procedure and your calculations
UNITS for the requested quantitie