Over the past twenty to thirty years, research has been conducted studying the population growth of megalopae due to the fact that most of the crab population.

Slides:



Advertisements
Similar presentations
Hypothesis Tests Steps and Notation (1-Sample)
Advertisements

Quantitative Methods Part 3 Chi - Squared Statistic.
Physical Science. What experiments have we done so far this year? Why do we do experiments? Experiments are designed & used to test a hypothesis.
Keweenaw North Waterway Buoy Bob Shuchman: Colin Brooks: Nate Jessee:
1 One Tailed Tests Here we study the hypothesis test for the mean of a population when the alternative hypothesis is an inequality.
Michael Franklin Marine Field Methods 16 September 2008.
Male Control Conditions (10 ppt Salinity, 20 o C) Female Control Conditions Fall & Spring (10ppt Salinity, 20 o C) Male High Salinity (35 ppt, 20 o C)
Analysis Error bars were found using the formula for standard deviation,  : Materials and methods Quantitative measurements on ice spikes requires only.
Chapter 10 Section 2 Hypothesis Tests for a Population Mean
Suspended particle property variation in Gaoping Submarine Canyon Ray T. Hsu and James T. Liu Institute of Marine Geology and Chemistry, National Sun Yat-sen.
Chapter 13: Inference for Distributions of Categorical Data
Spatial and Temporal Variation of Epiphytic Growth on Zostera marina Tara Seely* and Mike Kennish** *Department of Earth and Planetary Science, Washington.
© 2010 Pearson Prentice Hall. All rights reserved The Chi-Square Test of Independence.
Investigation of Lightning Patterns Over New Jersey and Surrounding Area Al Cope National Weather Service Mount Holly, NJ Adam Gonsiewski Millersville.
Identification of Activity Characteristics of Bacteria Isolated from the Continental Shelf in the Middle Atlantic Bight Katherine Piso, Gary Taghon Rutgers.
Hypothesis Testing After 2 hours of frustration trying to fill out an IRS form, you are skeptical about the IRS claim that the form takes 15 minutes on.
1. 2 BIOSTATISTICS 5.6 TEST OF HYPOTHESIS 3 BIOSTATISTICS TERMINAL OBJECTIVE: 5.6 Perform a test of significance on a hypothesis using Chi-square test.
Statistics for the Social Sciences Psychology 340 Spring 2005 Within Groups ANOVA.
You would not go and count every single flower
Diversity and Distribution of Species
Graphing. Representing numerical information in a picture. Graph shows a picture of a relationship -how two processes relate -what happens when two events.
The Effects of Ginseng on the Pulse Rate of the Lumbriculus variegatus
Cross Tabulation and Chi-Square Testing. Cross-Tabulation While a frequency distribution describes one variable at a time, a cross-tabulation describes.
The Nature of Science 8 th grade science Vocabulary and notes.
Scientific Method
Effect of Superstorm Sandy on Forest Health In Hartshorne Woods Park, New Jersey Lauren Gazerwitz, Wildlife & Conservation Biology,
A Statistical Analysis of Seedlings Planted in the Encampment Forest Association By: Tony Nixon.
What is the goal of Science?. To understand the world around us To discover To study The realm of Science is limited to strictly solving problems about.
PH DO DIP TDP Bethany Remeniuk, Department of Biology, York College of Pennsylvania Is Microcystis aeruginosa an Initiator in a Positive Feedback Cycle.
Copyright © Cengage Learning. All rights reserved. 10 Inferences Involving Two Populations.
What is it? A tool used by scientists to gather information about scientific observations and questions.
Don’t cry because it is all over, smile because it happened.
You will be given a data set (on a computer) and a hypothesis. You will be asked the following questions (word for word): 1. How many degrees of freedom.
Introduction Scientists, mathematicians, and other professionals sometimes spend years conducting research and gathering data in order to determine whether.
Caroline McFarlin, Matt Ogburn, and Merryl Alber, Department of Marine Sciences, The University of Georgia Results Physical Setting The Recent Status and.
Summary Euphausiids (krill) are important food items of fish, seabirds and whales: consequently, it is important to understand their seasonal cycles. The.
Distribution of hard clams (Mercenaria mercenaria) on a remote island in the Great South Bay, NY Ryan Schab Department of Biological Sciences, York College.
Copyright © Cengage Learning. All rights reserved. 13 Linear Correlation and Regression Analysis.
Analysis of Variance (ANOVA) Brian Healy, PhD BIO203.
Sampling  When we want to study populations.  We don’t need to count the whole population.  We take a sample that will REPRESENT the whole population.
Application of Radial and Elliptical Surface Current Measurements to Better Resolve Coastal Features  Robert K. Forney, Hugh Roarty, Scott Glenn 
Graphing.
Aim: How do we use a t-test?
Double Pack Tic Tacs Kamyia Mason Mariah Rosado. Introduction Question: Is there an equal amount of yellow and red tic tacs in a 1 oz. Cherry Passion.
© Copyright McGraw-Hill 2004
Formulating the Hypothesis null hypothesis 4 The null hypothesis is a statement about the population value that will be tested. null hypothesis 4 The null.
A GEICO Direct magazine had an interesting article concerning the percentage of teenage motor vehicle deaths and the time of day. The following percentages.
Comparative Analysis water temperature, wind direction, wind speed and gust from Buoy Stations Sandy Hook New Jersey and the Battery New York in Hudson.
OCR Nationals Level 3 Unit 3.  To identify the data that needs to be collected to prove your hypothesis true or not.  To identify how the data will.
Major Steps. 1.State the hypotheses.  Be sure to state both the null hypothesis and the alternative hypothesis, and identify which is the claim. H0H0.
The Impact of Nutrients on Picophytoplankton Populations Along the Atlantic Coast Melinda Norris and Dr. Jessica Nolan Conclusions  The phytoplankton.
Fundamentals of Data Analysis Lecture 4 Testing of statistical hypotheses pt.1.
Chi-Square Chapter 14. Chi Square Introduction A population can be divided according to gender, age group, type of personality, marital status, religion,
Preliminary Analysis by: Fawn Hornsby 1, Charles Rogers 2, & Sarah Thornton 3 1,3 North Carolina State University 2 University of Texas at El Paso Client:
Hypothesis Testing Involving One Population Chapter 11.4, 11.5, 11.2.
Marine Birds The Black- Footed Albatross Brown Pelican Blue Footed Galapagos Constanza Arguelles Period 1.
Vertical Distribution of Larvae off the Coast of Assateague Island, Virginia Carlee Kaisen Department of Biological Sciences, York College of Pennsylvania.
Summary of presentation Introduction of the dissertation.
Climate Change Impacts on Estuarine Larval Fish Composition Jamie F. Caridad and Kenneth W. Able Institute of Marine and Coastal Sciences. Rutgers University.
Test of independence: Contingency Table
Virtual Lab Seed Experiment
The Recent Status and Trends of Two Georgia Marsh Dieback Sites
Hypothesis testing March 20, 2000.
Chapter 12 Tests with Qualitative Data
Testing for a difference
Statistics for the Social Sciences
The Settlement of Haliotis rufescens Red Abalone
Virtual Lab Seed Experiment
8th Period Research Biology
Presentation transcript:

Over the past twenty to thirty years, research has been conducted studying the population growth of megalopae due to the fact that most of the crab population is lost during the megalopae stage. This research project focuses on two main types of megalopae: Callinectes sapidus, more commonly known as blue crabs, and Uca spp., more commonly known as fiddler crabs. Megalopae stage is the final stage before the crab becomes a juvenile crab. The research throughout the paper will be of research that was conducted from in the Delaware Bay (Natunewicz 2001). The data was collected on the New Jersey and Delaware side of the Delaware Bay each day from July 1 st to October 31 st for each of the three years. One station was set up at a Coast Guard Station at Cape May, New Jersey and the other was set up at Lewes Delaware along the Broadkill River. This research compared the amount of Callinectes sapidus caught against the number of Uca spp. (fiddler crab) at both locations while testing the effects that wind had on each population. After the two sites were selected it was time to catch. First the Megalopae Catching Devices (MCDS) had to be created (Figure 1). After the MCDS were created they were deployed off the side of the dock for either a 24 or 48 hour cycle. Once the cycle was done the MCDs would be retrieved and the filters would be removed from the PVC pipe. The filters were then placed into buckets of fresh water because the fresh water stuns the megalopae and forces them to release their grasp on the filter (Figure 2). The fresh water buckets were then poured through a 0.05 mm sieve in order to separate the megalopae. Then a squirt bottle was used to remove the megalopae from the sieve into a container. The container was then taken to the lab to observe under a microscope. Once all the data was collected, six graphs were created. The graphs compared the percentages of max abundance of one species for each year at both location. For example Graph 1 compared the percentages of max abundance of Callinectes sapidus at the Delaware side and New Jersey side of the Delaware Bay in While Graph 2 compared the percentages of max abundance of Uca spp. at the Delaware and New Jersey side of the Delaware Bay in Percentages of max abundance were found by taking the maximum catch of that species for each year and then dividing every other catch caught of that species at that site for that year by the maximum. Every day’s average catch for Uca spp. for Delaware in 1996 would be divided by 102.2, maximum catch that year, to get the percentage of maximum catch. If the number was 10% or greater than the maximum catch then it was declared an event, these are represented by peaks on the graphs. Wind data was collected using DE Buoy (Figure 4). The results were then run through a G-Test, which is also known as a Log-likelihood test and is similar to a Chi-Squared Test. With a degree of freedom of three, the P value had to be equal to or greater than 7.82 for there to be a difference. The statistical analysis only showed one time that there was a difference and that was for Uca spp. caught in New Jersey in PATRICK REYNOLDS MARINE ACADEMY OF SCIENCE AND TECHNOLOGY SANDY HOOK, NEW JERSEY Dr. Peter M. Rowe (Mentor, NJ Sea Grant Consortium) Dr. Cecilia Natunewicz (DE Bay Data) Mrs. Barbara Boyd (Instructor, M.A.S.T.) Ms. Liza Baskin (Instructor, M.A.S.T.) FIGURE 2: This is a picture of the soaking of the megalopae in a fresh water bucket. The fresh water stuns the megalopae forcing them to release the filter and float to the top of the bucket. FIGURE 1: This is a picture of a completed version of a Megalopae Catching Device (MCD) being put together by Patrick Reynolds, It was built using a PVC pipe which was then wrapped by an air filter and clipped on by binder clips. Megalopae tend to latch onto things in passing which is why the filter was used. INTRODUCTIONMETHOD HYPOTHESES RESULTS CONCLUSION ACKNOWLEDGEMENTS CALLINECTES SAPIDUS AND UCA SPP. MEGALOPAE INCREASE DUE TO WIND EVENTS ALONG EACH SIDE OF DELAWARE BAY H-Wind events will result in significant increases in the Callinectes sapidus and Uca spp. megalopae population caught along the New Jersey and Delaware coasts of the Delaware Bay. H 0 -Wind events will have no effect on the Callinectes sapidus and Uca spp. megalopae population caught along the New Jersey and Delaware coasts of the Delaware Bay. H A -Wind events will result in significant decreases in the Callinectes sapidus and Uca spp. megalopae population caught along the New Jersey and Delaware coasts of the Delaware Bay. RESULTS CONTINUED... YEARSITE/TYPEO*Ln(O/E) (P-Value) 1996NJ/CAL NJ/UCA DE/CAL DE/UCA NJ/CAL NJ/UCA DE/CAL DE/UCA NJ/CAL NJ/UCA DE/CAL DE/UCA FIGURE 3: This is the removal method of the megalopae from the sieve. A squirt bottle was filled with salt water and was then used to squirt the megalopae off of the sieve and into a containter full of salt water.. Coast Guard Station Cape May, New Jersey Broadkill River Lewes, Delaware FIGURE 4:DE Buoy Buoy used to collect all of the wind data from GRAPH 1: Comparing the percentages of maximum abundance for Callinectes sapidus for New Jersey side (blue) and Delaware side (red) of Delaware Bay in 1996 Picture of a Callinectes sapidus megalopae (left). TABLE 1: Shows the P-values after G-Test was conducted. Shows that there was only one difference. After conducting the statistical analysis there was only one time that showed a difference, a P-value greater than Unfortunately this shows no trend at all. Since there was only one time that a difference occurred and not a difference in all of 1996 or all of New Jersey Uca spp., this data showed that there was no relationship between wind and megalopae. Furthermore the G-Test proved the null that wind events will have no effect on the Callinectes sapidus and Uca spp. megalopae population caught along the New Jersey and Delaware coasts of the Delaware Bay., while disproving the hypothesis that wind will result in significant increases in the Callinectes sapidus and Uca spp. megalopae population caught along the New Jersey and Delaware coasts of the Delaware Bay. LITERATURE CITED Natunewicz, CC. (2000) Patchiness of crab larvae in coastal waters; multi-scale analysis. PhD dissertation, University of Delaware, Newark, DE.