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.
Satellite data B plot for Polar for time period of this run.
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)
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