Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit266-07-20020319_152600_20020319_201000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/03/19 |
Start Time | | 2002/03/19 15:26 |
End Time | | 2002/03/19 20:08 |
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 | | -10.21 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.67 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 173.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit266-07-20020319_152600_20020319_201000-constBx0 |
Minimum Dst Value | | -21 |
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. |