Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit259-10-20020303_141100_20020303_185600-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 14:11 |
End Time | | 2002/03/03 18:54 |
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 | | -3.16 |
Dipole Tilt, in Y-Z GSE plane, deg | | -18.86 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 179.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit259-10-20020303_141100_20020303_185600-constBx0 |
Minimum Dst Value | | -36 |
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-8 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. |