Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit325-11-20020807_193300_20020808_001800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/07 |
Start Time | | 2002/08/07 19:33 |
End Time | | 2002/08/08 00:16 |
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 | | -18.55 |
Dipole Tilt, in Y-Z GSE plane, deg | | 6.49 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 140.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit325-11-20020807_193300_20020808_001800-constBx0 |
Minimum Dst Value | | 5 |
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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