Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit257-06-20020226_005300_20020226_053800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/26 |
Start Time | | 2002/02/26 00:53 |
End Time | | 2002/02/26 05:36 |
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 | | 19.56 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.69 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 203.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit257-06-20020226_005300_20020226_053800-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 GOES-8 for time period of this run.
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)
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