Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit264-04-20020314_070400_20020314_114900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/14 |
Start Time | | 2002/03/14 07:04 |
End Time | | 2002/03/14 11:47 |
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 | | 6.50 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.63 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 178.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit264-04-20020314_070400_20020314_114900-constBx0 |
Minimum Dst Value | | 1 |
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 GOES-8 for time period of this run.
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)
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