Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit248-12-20020205_193300_20020206_001700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/02/05 |
Start Time | | 2002/02/05 19:33 |
End Time | | 2002/02/06 00:15 |
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 | | 14.28 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.80 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 214.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit248-12-20020205_193300_20020206_001700-constBx0 |
Minimum Dst Value | | -82 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |