Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit335-08-20020831_002600_20020831_051100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/08/31 |
Start Time | | 2002/08/31 00:26 |
End Time | | 2002/08/31 05:09 |
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 | | -0.28 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.87 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 183.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit335-08-20020831_002600_20020831_051100-constBx0 |
Minimum Dst Value | | -18 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Data/Model comparison B plot for Polar for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |