Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit259-11-20020303_185700_20020303_234200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/03/03 |
Start Time | | 2002/03/03 18:57 |
End Time | | 2002/03/03 23:40 |
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 | | 2.73 |
Dipole Tilt, in Y-Z GSE plane, deg | | -32.00 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 179.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit259-11-20020303_185700_20020303_234200-constBx0 |
Minimum Dst Value | | -39 |
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-10 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. |