Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Simona_Nitti_022723_15 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | August 19, 2003 |
Start Time | | 2003/08/19 11:09 |
End Time | | 2003/08/19 18:09 |
Key Words | | 036 |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 15.47 |
Dipole Tilt, in Y-Z GSE plane, deg | | -30.35 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 119.50000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Simona_Nitti_022723_15 |
Minimum Dst Value | | -50 |
SW Source | | ACE-L2 |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Geotail for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |