Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit373-10-20021129_200000_20021130_004500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/11/29 |
Start Time | | 2002/11/29 20:00 |
End Time | | 2002/11/30 00:43 |
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 | | 20.53 |
Dipole Tilt, in Y-Z GSE plane, deg | | -1.62 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 137.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit373-10-20021129_200000_20021130_004500-constBx0 |
Minimum Dst Value | | -30 |
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-12 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. |