Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit358-02-20021023_132600_20021023_181000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/23 |
Start Time | | 2002/10/23 13:26 |
End Time | | 2002/10/23 18:08 |
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 | | 2.02 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.65 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 161.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit358-02-20021023_132600_20021023_181000-constBx0 |
Minimum Dst Value | | -16 |
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-10 for time period of this run.
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)
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