Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit301-07-20020610_210400_20020611_014800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/10 |
Start Time | | 2002/06/10 21:04 |
End Time | | 2002/06/11 01:46 |
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 | | -21.96 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.37 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 156.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit301-07-20020610_210400_20020611_014800-constBx0 |
Minimum Dst Value | | -30 |
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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