PeeD
FULL MEMBER
- Joined
- Nov 28, 2014
- Messages
- 1,510
- Reaction score
- 21
- Country
- Location
Back on what I said about the Zolfaghar missile.
The calculation method I used and its computer integration was made by someone else, a quite complicated formula. I benchmarked it against real test values and found out that the results had a error which was identified and corrected by me.
__________________________________
First we have to define methods to defeat ABM systems.
One method would be continuous low G maneuvering to force course corrections upon the ABM interceptor. This is a method to reduce the range/altitude/speed capability of a ABM interceptor because the interception/rendezvous positions changes more and more over the time.
Another method are a limited number of higher G evasive maneuvers. The goal is to evade the interceptor because it's max. G capability is reached. Depending on the speed difference of target and interceptor for a sufficiently high probability of kill there must be a difference of G maneuvering capability as already said. Sources vary for SAM/AAM vs. aircraft scenarios, its said that the interceptor must have a 3-5 times higher G maneuvering capability (the state of the art limit is 50G).
Now I will present the updated data and add the Emad missile to the discussion.
__________________________________
First some assumptions were made to get the calculation as close to the reality as possible and not beyond it. Certain angle of attacks are assumed, certain weights for the RVs are assumed.
I will define several altitudes for different anti-ABM system purposes:
60km --> altitude at which a pure MRBM like the Emad can start aerodynamic maneuvering. This is also the max. altitude of the Arrow 2 (the highest known endo-atmospheric ABM system in service). Exo-atmospheric ABM systems such as the Arrow-3 and THAAD are already a threat here, hence only a potent gas steering system could counter them (we have no information that Zolfaghar or Emad are equipped with one)
37km --> altitude where a depressed trajectory quasi-ballistic missile with gliding RV like the Zolfaghar would enter the range envelope of a ABM system (below the range of the THAAD and likely Arrow-3 and SM-3).
25km --> altitude where endo-atmospheric ABM systems such as the Patriot PAC-2/3, SM-2/3 are still within operational regime with useful probability of kill.
__________________________________
So the question is what the performance of Zolfaghar and Emad would be at those altitudes (excluding any potential gas system).
Here are the results:
60km: Zolfaghar's MaRV is out of the game because it's a depressed trajectory BM with a proposed intentional low apogee of 50km.
Emads MaRV has a G maneuvering capability of 0,2G. This is enough for continuous course change anti-ABM tactic. An Arrow-2 has an similarly low maneuvering capability at those altitudes, but needs a higher one for successful interception.
37km: Zolfaghar in it's descent phase has a G maneuvering capability of 1,3, enough for continuous course change anti-ABM tactic (against Arrow-2 and SM-6).
Emad has a G maneuvering capability of 4,3G, enough for higher G evasive maneuvers (against Arrow-2 and SM-6).
25km: Zolfaghar has a G maneuvering capability of 7,7G, enough for higher G evasive maneuvers (against Arrow-2, SM-6, SM-2, Patriot PAC-2).
Emad has a G maneuvering capability of 25,2G, enough for max. G evasive maneuvers, 20G should be the limit possible by the airframe.
__________________________________
The numbers have changed but the concluding statement of my last post about the Zolfaghar remains the same.
As for the Emad, it is likely already beyond Arrow-2 capability as the numbers show and certainly beyond that of the Patriot PAC-2/3 and SM-2/6. Well possible that the Israelis knew that something like the Emad was coming and countered it with the Arrow-3 (IOC 2017). The great unknown is a possible gas steering system for both of them that could improve their capabilities.
PS: Here is the book on which the calculations are based for those interested: *************/view/jeofkq9csiu7fss/%28AIAA_Education%29_E._Fleeman-Tactical_Missile_Design%2C_Second_Edition-AIAA_%282006%29.pdf
The calculation method I used and its computer integration was made by someone else, a quite complicated formula. I benchmarked it against real test values and found out that the results had a error which was identified and corrected by me.
__________________________________
First we have to define methods to defeat ABM systems.
One method would be continuous low G maneuvering to force course corrections upon the ABM interceptor. This is a method to reduce the range/altitude/speed capability of a ABM interceptor because the interception/rendezvous positions changes more and more over the time.
Another method are a limited number of higher G evasive maneuvers. The goal is to evade the interceptor because it's max. G capability is reached. Depending on the speed difference of target and interceptor for a sufficiently high probability of kill there must be a difference of G maneuvering capability as already said. Sources vary for SAM/AAM vs. aircraft scenarios, its said that the interceptor must have a 3-5 times higher G maneuvering capability (the state of the art limit is 50G).
Now I will present the updated data and add the Emad missile to the discussion.
__________________________________
First some assumptions were made to get the calculation as close to the reality as possible and not beyond it. Certain angle of attacks are assumed, certain weights for the RVs are assumed.
I will define several altitudes for different anti-ABM system purposes:
60km --> altitude at which a pure MRBM like the Emad can start aerodynamic maneuvering. This is also the max. altitude of the Arrow 2 (the highest known endo-atmospheric ABM system in service). Exo-atmospheric ABM systems such as the Arrow-3 and THAAD are already a threat here, hence only a potent gas steering system could counter them (we have no information that Zolfaghar or Emad are equipped with one)
37km --> altitude where a depressed trajectory quasi-ballistic missile with gliding RV like the Zolfaghar would enter the range envelope of a ABM system (below the range of the THAAD and likely Arrow-3 and SM-3).
25km --> altitude where endo-atmospheric ABM systems such as the Patriot PAC-2/3, SM-2/3 are still within operational regime with useful probability of kill.
__________________________________
So the question is what the performance of Zolfaghar and Emad would be at those altitudes (excluding any potential gas system).
Here are the results:
60km: Zolfaghar's MaRV is out of the game because it's a depressed trajectory BM with a proposed intentional low apogee of 50km.
Emads MaRV has a G maneuvering capability of 0,2G. This is enough for continuous course change anti-ABM tactic. An Arrow-2 has an similarly low maneuvering capability at those altitudes, but needs a higher one for successful interception.
37km: Zolfaghar in it's descent phase has a G maneuvering capability of 1,3, enough for continuous course change anti-ABM tactic (against Arrow-2 and SM-6).
Emad has a G maneuvering capability of 4,3G, enough for higher G evasive maneuvers (against Arrow-2 and SM-6).
25km: Zolfaghar has a G maneuvering capability of 7,7G, enough for higher G evasive maneuvers (against Arrow-2, SM-6, SM-2, Patriot PAC-2).
Emad has a G maneuvering capability of 25,2G, enough for max. G evasive maneuvers, 20G should be the limit possible by the airframe.
__________________________________
The numbers have changed but the concluding statement of my last post about the Zolfaghar remains the same.
As for the Emad, it is likely already beyond Arrow-2 capability as the numbers show and certainly beyond that of the Patriot PAC-2/3 and SM-2/6. Well possible that the Israelis knew that something like the Emad was coming and countered it with the Arrow-3 (IOC 2017). The great unknown is a possible gas steering system for both of them that could improve their capabilities.
PS: Here is the book on which the calculations are based for those interested: *************/view/jeofkq9csiu7fss/%28AIAA_Education%29_E._Fleeman-Tactical_Missile_Design%2C_Second_Edition-AIAA_%282006%29.pdf