Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Agnit_Mukhopadhyay_062717_6 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | August 31, 2001 |
Start Time | | 2001/08/31 00:00 |
End Time | | 2001/09/01 02:00 |
Key Words | | CPCP |
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 | | 5.44 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.95 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 192.20000 |
Conductance Model | | TIEGCM |
Corotation | | real |
Run Number | | Agnit_Mukhopadhyay_062717_6 |
Minimum Dst Value | | -40 |
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-11 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. |