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 GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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