Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit269-06-20020326_140000_20020326_184500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/03/26 |
Start Time | | 2002/03/26 14:00 |
End Time | | 2002/03/26 18:43 |
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 | | -12.61 |
Dipole Tilt, in Y-Z GSE plane, deg | | -19.41 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 164.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit269-06-20020326_140000_20020326_184500-constBx0 |
Minimum Dst Value | | -35 |
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. |