Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit265-11-20020318_012300_20020318_060700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/18 |
Start Time | | 2002/03/18 01:23 |
End Time | | 2002/03/18 06:05 |
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 | | 11.63 |
Dipole Tilt, in Y-Z GSE plane, deg | | -28.18 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 176.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit265-11-20020318_012300_20020318_060700-constBx0 |
Minimum Dst Value | | -1 |
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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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