Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Agnit_Mukhopadhyay_031717_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 31, 2001 |
Start Time | | 2001/08/31 00:00 |
End Time | | 2001/09/01 02:00 |
Key Words | | Magnetopause, CPCP |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 5.44 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.95 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 192.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Agnit_Mukhopadhyay_031717_2 |
Minimum Dst Value | | -40 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Geotail for time period of this run.
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)
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