Influence of solar wind density on ring current response.

Slides:



Advertisements
Similar presentations
Basis Functions. What’s a basis ? Can be used to describe any point in space. e.g. the common Euclidian basis (x, y, z) forms a basis according to which.
Advertisements

Chapter 5 Multiple Linear Regression
CORRELATION. Overview of Correlation u What is a Correlation? u Correlation Coefficients u Coefficient of Determination u Test for Significance u Correlation.
Analysis of variance (ANOVA)-the General Linear Model (GLM)
Fate of sub-keV ring current ions observed by Viking Viking 20 years Yamauchi and Lundin * Superposed epoch analyses * Viking Ion data + AE (and Dst) 
1 Multiple Regression A single numerical response variable, Y. Multiple numerical explanatory variables, X 1, X 2,…, X k.
Table of Contents Exit Appendix Behavioral Statistics.
Energy Performance Analysis with RETScreen
ESS 7 Lecture 14 October 31, 2008 Magnetic Storms
Space Radiation Climatology Workshop Summary 2009
SuperDARN Workshop May 30 – June Magnetopause reconnection rate and cold plasma density: a study using SuperDARN Mark Lester 1, Adrian Grocott 1,2,
Chapter 13 Additional Topics in Regression Analysis
Risk Attitude Reversals in Drivers ’ Route Choice When Range of Travel Time Information is Provided Jin-Yong Sung Hamid Hussain.
Statistics for Managers Using Microsoft® Excel 5th Edition
1 Chapter 5 Sensors and Detectors A detector is typically the first stage of a communication system. Noise in this stage may have significant effects on.
Intro to Statistics for the Behavioral Sciences PSYC 1900 Lecture 7: Interactions in Regression.
Initial testing of longwave parameterizations for broken water cloud fields - accounting for transmission Ezra E. Takara and Robert G. Ellingson Department.
By Jayelle Hegewald, Michele Houtappels and Melinda Gray 2013.
Statistics for Managers Using Microsoft Excel, 4e © 2004 Prentice-Hall, Inc. Chap 13-1 Chapter 13 Introduction to Multiple Regression Statistics for Managers.
Hydrologic Statistics
Inference for regression - Simple linear regression
Tuija I. Pulkkinen Finnish Meteorological Institute Helsinki, Finland
Benoit Lavraud CESR/CNRS, Toulouse, France Uppsala, May 2008 The altered solar wind – magnetosphere interaction at low Mach numbers: Magnetosheath and.
June 19, 2009 R. J. Strangeway – 1RBSP SWG, Redondo Beach, CA Importance of Ground Magnetometers to NASA Heliophysics Missions Several U.S. projects have.
Forward - Backward Multiplicity in High Energy Collisions Speaker: Lai Weichang National University of Singapore.
1 1 Slide © 2005 Thomson/South-Western Slides Prepared by JOHN S. LOUCKS St. Edward’s University Slides Prepared by JOHN S. LOUCKS St. Edward’s University.
1 1 Slide © 2004 Thomson/South-Western Slides Prepared by JOHN S. LOUCKS St. Edward’s University Slides Prepared by JOHN S. LOUCKS St. Edward’s University.
The Virtual Radiation Belt Observatory (ViRBO) and tools for radiation belt science R.S. Weigel Department of Computational and Data.
Magnetic Storm Generation by Various Types of Solar Wind: Event Catalog, Modeling and Prediction N. S. Nikolaeva, Yu.I. Yermolaev, and I. G. Lodkina Space.
Why Is It There? Getting Started with Geographic Information Systems Chapter 6.
The Common Shock Model for Correlations Between Lines of Insurance
Chap 14-1 Statistics for Business and Economics, 6e © 2007 Pearson Education, Inc. Chapter 14 Additional Topics in Regression Analysis Statistics for Business.
Counseling Research: Quantitative, Qualitative, and Mixed Methods, 1e © 2010 Pearson Education, Inc. All rights reserved. Basic Statistical Concepts Sang.
The Scientific Method. Steps of Scientific Method 1.Observation: notice and describe events or processes 2.Make a question 1.Relate to observation 2.Should.
Baseband Demodulation/Detection
Part IV Significantly Different: Using Inferential Statistics
This material is approved for public release. Distribution is limited by the Software Engineering Institute to attendees. Sponsored by the U.S. Department.
Use, duplication or disclosure of this document or any of the information contained herein is subject to the restrictions on the title page of this document.
The climate and climate variability of the wind power resource in the Great Lakes region of the United States Sharon Zhong 1 *, Xiuping Li 1, Xindi Bian.
Radiation Belts St. Petersburg (RBSPb) Meeting: List of Interesting Storms and Events Drew L. Turner and Mike Hartinger Mini-GEM: Dec
A Statistical Analysis on the Stratosphere-Troposphere Coupled Variability by Using Large Samples obtained from a Mechanistic Circulation Model Yoko NAITO.
Identifying the Role of Solar-Wind Number Density in Ring Current Evolution Paul O’Brien and Robert McPherron UCLA/IGPP.
Influence of solar wind density on ring current response R.S. Weigel George Mason University.
Multiple Regression I 1 Copyright © 2005 Brooks/Cole, a division of Thomson Learning, Inc. Chapter 4 Multiple Regression Analysis (Part 1) Terry Dielman.
Local Predictability of the Performance of an Ensemble Forecast System Liz Satterfield and Istvan Szunyogh Texas A&M University, College Station, TX Third.
Scientific Methodology
Chapter 10: Determining How Costs Behave 1 Horngren 13e.
1 Simulating a Solar Cycle My impetus (in addition to this GEM-FG):My impetus (in addition to this GEM-FG): –Attended 2 CDAWs (2005, 2007) on large geomagnetic.
Hybrid Load Forecasting Method With Analysis of Temperature Sensitivities Authors: Kyung-Bin Song, Seong-Kwan Ha, Jung-Wook Park, Dong-Jin Kweon, Kyu-Ho.
Statistics for Managers Using Microsoft Excel, 5e © 2008 Prentice-Hall, Inc.Chap 14-1 Statistics for Managers Using Microsoft® Excel 5th Edition Chapter.
The Virtual Radiation Belt Observatory (ViRBO) and the Future of the VxO Environment R.S. Weigel Department of Computational and Data Sciences George Mason.
Swedish Institute of Space Physics, Kiruna M. Yamauchi 1 Different Sun-Earth energy coupling between different solar cycles Acknowledgement:
Statistics: Unlocking the Power of Data Lock 5 STAT 250 Dr. Kari Lock Morgan Simple Linear Regression SECTION 9.1 Inference for correlation Inference for.
The influence of forgetting rate on complex span and academic performance Debbora Hall, Chris Jarrold, John Towse and Amy Zarandi.
Sociologists Doing Research Chapter 2. Research Methods Sociologists attempt to ask the “why” and “how” questions and gather evidence which will help.
Bob Weigel George Mason University.  “We are still in the process of identifying characteristic behavior that identifies various modes as separate phenomena.”
The impact of wind turbines on fixed radio links Börje Asp, Gunnar Eriksson, Peter Holm Information and Aeronautical Systems FOI, Swedish Defence Research.
Cost Estimation & Cost Behaviour
VNC: Application of Physics and Systems Science methodologies to Forecasting of the Radiation Belt Electron Environment S. N. Walker1, M. A. Balikhin1,
Principal Components of Electron Belt Variation
Predicting Salinity in the Chesapeake Bay Using Neural Networks
Analyzing and Interpreting Quantitative Data
Estimating with PROBE II
Chapter 10 Verification and Validation of Simulation Models
Advances in Ring Current Index Forecasting
Operational forecasts of Dst
15.1 The Role of Statistics in the Research Process
Single-Unit Responses Selective for Whole Faces in the Human Amygdala
Fast Sequences of Non-spatial State Representations in Humans
Chapter 13 Additional Topics in Regression Analysis
Presentation transcript:

Influence of solar wind density on ring current response

Previous Results Chen et al. 1994, Jordanova et al., 1998 and others – N ps contributes to the RC Borovsky 1998 – N sw pulses lead to response at geosynchronous. Thomson 1998 – N ps, D st * correlation Smith et al., 1999 – D st has N sw dependence that is independent of E sw at 3 hour time lag O’Brien et al., 2000 – With more storms, no independent Dst dependence on N sw Lopez et al., 2004 – High compression ratio leads to higher reconnection rate Boudouridis et al., 2005 – Dynamic pressure and geoefficiency Lavraud 2006 – CME and CIR storms had larger response when CME or CIR was preceded by B z >0

Related Results Including N sw in neural network filter improves predictions a small amount Adding P dyn to coupling function in various ways leads to small improvements in average prediction efficiency P dyn, which depends on N sw, may modify dayside reconnection rate. Event studies support this

Problems Conflicting or ambiguous results in statistical studies –use multiple statistical approaches and use as much data as possible There is evidence of an effect, primarily in event studies –Identify location of events in distribution of events (not addressed here) Uniqueness problem in driver– different processes have different input drivers, but give about the same improvement in statistics –use very simple driver and test hypothesis that other drivers give statistically different result Uniqueness problem mode - same as above –look at perturbations of simple linear model Bias problem – most storms have large solar wind density –use geoefficiency

Not addressed: is change in geoeff due to energy showing up somewhere else?

Approach Look for changes in geoefficiency – how much output you get for a given input Define geoefficiency in a number of ways: –Integral analysis – compare integrated input to integrated output for many events. Efficiency is slope of integrated output to integrated input. –Epoch averages – compute epoch averages first and then perform integral analysis on these curves. Efficiency is ratio of integrated epoch average of input to integrated epoch average output. –Linear filter model – derive a linear filter (impulse response) model under different Nsw conditions. Efficiency is area under impulse response curve. Using OMNI2 data set (1-hr) and AMIE reanalysis data set (1-min) not shown here

(“N sw ”and “  sw ” used interchangeably)

Region shown in next image 400 events split by average  sw during event

e

    is efficiency at lowest  sw value

Conclusions If one studies storm event lists (< 80 events), N sw effect is not large/significant – most events are in high category already. Results from epoch analysis are very noisy.

Normalized impulse response functions (IRFs) -D st for htht t =

Normalized impulse response functions (IRFs) -D st for Same result if sorted by 4-hour  sw Same result if P dyn is used as sort variable htht t =

Normalized impulse response functions (IRFs) -D st for Same result if sorted by 4-hour  sw Same result if P dyn is used as sort variable htht t =

    is efficiency at lowest  sw value

Conclusions If one studies storm event lists (~ 100 events), N sw effect is marginally significant. Results consistent with integral and epoch efficiencies No difference in N sw effect to P dyn or pre- N sw effect No significant (> 3% difference in RMSE) if more complex drivers are used

ViRBO Update Senior review underway Future –More VO activities – implement services on top of data we have collected and made available –RBSP participation –More data for climatology studies –More participation with broader community How to participate: ask! –We have a list of active projects at –If you want something, talk to us. We may know someone who has already done it, or we may be interested in doing it as a project.

Active projects > D = get_data(‘Data set name’) … Analysis … > put_data(Dnew,‘Data set name’, ’version 2’, ‘Fixed baseline offsets’)

Active Projects Requires developing data model for typical data types (time series, spectrograms, L- sort, channel sweep). Build on PRBEM standard Metadata model is also needed that can accurately describe the many complex radiation belt data types. Build on SPASE standard

How will we simplify exchange. Need a data model and an API. PRBEM has partial model. Need to prepare for future.

Active projects Finish and validate metadata Add visualizations to all data sets Implement subsetting and filtering server Event lists Implement new services –L and L* data base –Fly-throughs of AP-8/AE-8 and AP-9/AE-9 –L-sort plots –?