Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit277-10-20020415_093800_20020415_142200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/15 |
Start Time | | 2002/04/15 09:38 |
End Time | | 2002/04/15 14:20 |
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 | | -12.79 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.21 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 204.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit277-10-20020415_093800_20020415_142200-constBx0 |
Minimum Dst Value | | -11 |
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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