The Dilemma of Early Warning Against Debris Caused by Successful - - PowerPoint PPT Presentation
The Dilemma of Early Warning Against Debris Caused by Successful - - PowerPoint PPT Presentation
The Dilemma of Early Warning Against Debris Caused by Successful Ballistic Missile Interception Dima Kanevsky CEMA The Center for Military Analyses Rafael, Israel Unclassified General Since the year 2001 Israel has sustained more
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General
Since the year 2001 Israel has sustained more
than 16,000 rockets
Iron Dome is an Anti-Missile Air Defence
System which is operational since April 2010 and has shot down more than 500 rockets with a success rate of over 86%
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18,000 1,000 90%
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Background
29/7/2014 The role of Anti-Missiles Air
Defence Systems in military
- perations is steadily increasing
Every successful interception is
followed by falling debris
Some of the debris might
endanger people below the interception point
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Main Dilemma
29/7/2014 This (new) situation evokes the question:
Disturbance of the life routine Life-saving
Is early warning against interception debris essential?
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Goals
Estimate the risk to the population on the ground:
Calculate the limits of debris’ danger area
Calculate the time during which the danger persists
Estimate of casualty numbers in case no early warning is given
Recommend ways to update the
early warning policy based on research results
Is early warning against interception debris essential?
If so, where should this warning be given?
How should people be warned?
What instructions should be given to the population?
This paper discusses lower tier intercepts only (up to 15-20 km)
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Method
Threat Type Interception Height Wind Profile On-Ground Distribution Map Population Density Expected Number of Casualties Additional Considerations
Early Warning Policy
Time of Fall Exposed Population Total Population
Vulnerability Model Distribution Model 29/7/2014
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Threat Type Interception Height Wind Profile On-Ground Distribution Map Population Density Expected Number of Casualties Additional Considerations
Early Warning Policy
Time of Fall Exposed Population Total Population
Vulnerability Model Distribution Model 29/7/2014
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Single Fragment Trajectory
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10 20 30 40 50 60 70 80
Ground distance Height
Short, not affected by wind Long, affected by wind
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Homogeneous Fragmentation Cloud
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- 400
- 300
- 200
- 100
100 200 300 400
- 500
- 400
- 300
- 200
- 100
100 200 300 Horizontal distance, m Vertical distance, m
- 300
- 200
- 100
100 200 300
- 300
- 200
- 100
100 200 300 Fragment mass - 5 gram, Height - 3000 m Ground distance, m Ground distance, m
Side view Top view
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Drifting
29/7/2014 Falling time – up to several minutes
100 10-1 10-2 10-3 10-4 10-5 10-6 10-7
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Simplified Approach Validation
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Downwind distance, m
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Threat Type Interception Height Wind Profile On-Ground Distribution Map Population Density Expected Number of Casualties Additional Considerations
Early Warning Policy
Time of Fall Exposed Population Total Population Vulnerability Model
Distribution Model 29/7/2014
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Vulnerability Model
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10-4 10-6 10-8 10-10 10-12
Fragments Density Person Presented Area Population Density Ratio of Exposed Population
* * *
Probability of Casualty
=
Expected Number of Casualties dx dy Probability
- f
Casualty
=
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Criterion for Dangerous Fragment
Currently measured by amount of kinetic
energy or kinetic energy per cross-section area
A fragment approaches the ground with a
constant (terminal) velocity, which is a function of its mass
Hence the criterion can be formulated in
terms of fragment’s mass
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Risk Estimation
29/7/2014 Risk Level Expected Impact Fragment Mass (Terminal Velocity)
No risk
Minor Injury – scratch, limited bleeding
0-2 grams (40 miles/h)
Low
Minor to Moderate Injury
2-5 grams (50-100 miles/h)
Medium
Moderate to Serious Injury
5-10 grams (55-110 miles/h)
High
Serious to Severe Injury
above 10 grams (60-120 miles/h) steel ball stone ball £1
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Who Needs to be Warned?
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Unprotected persons should find the nearest shelter (concrete roof)
Persons in a car should stop and remain inside
Persons inside a building should do nothing
Below concrete roof
100 grams 50 grams
Below non-concrete roof Inside a car Unprotected
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Expected Number of Casualties
(real-time calculation)
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10-4 10-6 10-8 10-10 10-12
- 12
- 10
- 8
- 6
- 4
10-4 10-6 10-8 10-10 10-12
Medium-sized warhead, Total expected number of casualties – 510-3 Salvo of 5 small warheads, Total expected number of casualties – 310-2
2 km 2 km
N N
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Conclusions
Dangerous free falling fragments weigh 2
grams and more
The expected number of casualties is about
1/100 per intercept
The dangerous area might be very large Early warning is not always essential (night,
wartime)
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