Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit357-12-20021023_035200_20021023_083600-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 03:52 |
End Time | | 2002/10/23 08:34 |
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 | | 22.16 |
Dipole Tilt, in Y-Z GSE plane, deg | | 26.53 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 161.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit357-12-20021023_035200_20021023_083600-constBx0 |
Minimum Dst Value | | -19 |
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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