<--- Back to Details
First PageDocument Content
Geophysics / Planetary science / Physical oceanography / Oceanography / Tide / Slack water / Port Aransas /  Texas / Moon / Jetty / Tides / Geodesy / Navigation
Date: 2015-01-05 10:45:04
Geophysics
Planetary science
Physical oceanography
Oceanography
Tide
Slack water
Port Aransas
Texas
Moon
Jetty
Tides
Geodesy
Navigation

TEXAS TIDES : PORT ARANSAS JETTIES by Tony Amos Research Fellow & Director, Animal Rehabilitation Keep (ARK) The University of Texas at Austin, Marine Science Institute 750 Channel View Drive, Port Aransas, Texas[removed]T

Add to Reading List

Source URL: utmsi.utexas.edu

Download Document from Source Website

File Size: 349,46 KB

Share Document on Facebook

Similar Documents

A SOCIETY ADRIFT MORE INTERVIEWS AND DISCUSSIONS ON THE RISING TIDE OF INSIGNIFICANCY INCLUDING

A SOCIETY ADRIFT MORE INTERVIEWS AND DISCUSSIONS ON THE RISING TIDE OF INSIGNIFICANCY INCLUDING

DocID: 1vggE - View Document

CWC Labs Analysis of Tide Laundry Pods  via LC-MS-TOF (CWCLabs.com) Analysis conducted on January 29, 2018 Analysis by Mike Adams, lab science director and author of Food Forensics

CWC Labs Analysis of Tide Laundry Pods  via LC-MS-TOF (CWCLabs.com) Analysis conducted on January 29, 2018 Analysis by Mike Adams, lab science director and author of Food Forensics

DocID: 1vcne - View Document

Mersey WeBS 2016: dates, times and heights Date High tide time at Liverpool 11.10

Mersey WeBS 2016: dates, times and heights Date High tide time at Liverpool 11.10

DocID: 1v87H - View Document

High Tide  Fabrics by Jane Dixon

High Tide Fabrics by Jane Dixon

DocID: 1v1kL - View Document

Classroom Voting Questions: Calculus I 3.5 The Trigonometric Functions 1. Find a sinusoidal function to model the water level resulting from the tides if we have high tide at 2am with a water level of W = 32 feet, and we

Classroom Voting Questions: Calculus I 3.5 The Trigonometric Functions 1. Find a sinusoidal function to model the water level resulting from the tides if we have high tide at 2am with a water level of W = 32 feet, and we

DocID: 1uYk7 - View Document