Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Agnit_Mukhopadhyay_031717_17 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 18, 2004 |
Start Time | | 2004/02/18 14:00 |
End Time | | 2004/02/19 00:00 |
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 | | -4.53 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.13 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 95.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Agnit_Mukhopadhyay_031717_17 |
Minimum Dst Value | | -23 |
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 GOES-10 for time period of this run.
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)
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