Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit264-11-20020315_162600_20020315_211100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/15 |
Start Time | | 2002/03/15 16:26 |
End Time | | 2002/03/15 21:09 |
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 | | -7.58 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.16 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 174.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit264-11-20020315_162600_20020315_211100-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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)
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