Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit268-06-20020324_045400_20020324_093900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/24 |
Start Time | | 2002/03/24 04:54 |
End Time | | 2002/03/24 09:37 |
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 | | 6.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | -16.68 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 174.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit268-06-20020324_045400_20020324_093900-constBx0 |
Minimum Dst Value | | -95 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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