Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit253-03-20020215_221600_20020216_030100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/02/15 |
Start Time | | 2002/02/15 22:16 |
End Time | | 2002/02/16 02:59 |
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 | | 18.36 |
Dipole Tilt, in Y-Z GSE plane, deg | | -30.06 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit253-03-20020215_221600_20020216_030100-constBx0 |
Minimum Dst Value | | -15 |
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-12 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. |