Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit258-12-20020301_143600_20020301_191700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/01 |
Start Time | | 2002/03/01 14:36 |
End Time | | 2002/03/01 19:15 |
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 | | -2.43 |
Dipole Tilt, in Y-Z GSE plane, deg | | -18.83 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 184.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit258-12-20020301_143600_20020301_191700-constBx0 |
Minimum Dst Value | | -44 |
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.
Model values plot for GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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