Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Treshunda_James_112921_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | May 30, 2010 |
Start Time | | 2010/05/30 00:00 |
End Time | | 2010/05/30 12:00 |
Key Words | | conductance |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 19.26 |
Dipole Tilt, in Y-Z GSE plane, deg | | 18.98 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 0.00000 |
Conductance Model | | constant |
Corotation | | real |
Run Number | | Treshunda_James_112921_1 |
Minimum Dst Value | | -46 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for THEMIS-A 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. |