Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit270-04-20020328_133400_20020328_181900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/03/28 |
Start Time | | 2002/03/28 13:34 |
End Time | | 2002/03/28 18:17 |
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 | | -13.19 |
Dipole Tilt, in Y-Z GSE plane, deg | | -18.87 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 175.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit270-04-20020328_133400_20020328_181900-constBx0 |
Minimum Dst Value | | -4 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Wind for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |