Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit332-11-20020824_112300_20020824_160800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/24 |
Start Time | | 2002/08/24 11:23 |
End Time | | 2002/08/24 16:06 |
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 | | -19.88 |
Dipole Tilt, in Y-Z GSE plane, deg | | 29.14 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 199.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit332-11-20020824_112300_20020824_160800-constBx0 |
Minimum Dst Value | | -20 |
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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