Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit258-09-20020301_001800_20020301_050300-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 00:18 |
End Time | | 2002/03/01 05:01 |
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 | | 17.66 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.14 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 184.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit258-09-20020301_001800_20020301_050300-constBx0 |
Minimum Dst Value | | -71 |
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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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