Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit277-03-20020414_002300_20020414_050700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/14 |
Start Time | | 2002/04/14 00:23 |
End Time | | 2002/04/14 05:05 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -1.18 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.90 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 211.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit277-03-20020414_002300_20020414_050700-constBx0 |
Minimum Dst Value | | -14 |
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.
Model values plot for GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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