Claims Analysis
Total Claims: 13
Claim 1
Independent Claim
170 words
An apparatus for determining atmospheric conditions based on the calculation of the layered average Richardson number, Ri L , comprising: a) first temperature measurement means for measuring a plurality of temperatures at an altitude Z 1 ; b) means, responsive to the first temperature measurement means, for calculating ∇T, the vector temperature gradient, over the altitude Z 1 ; c) wind shear computational means, responsive to the means for calculating the vector temperature gradient, for determining ΔV/Δz, the vertical wind shear, where V is the horizontal wind vector; d) second temperature measurement means for determining Δθ/Δz, the vertical lapse rate of the potential temperature, where θ is the potential temperature and z is the vertical direction: e) calculation means, responsive to the wind shear computational means and the second temperature measurement means, for calculating Ri L using the equation: ##EQU13## where g is acceleration due to gravity; and f) calculation means responsive to the wind shear computational means for calculating ε, the strength of the turbulence, using the equation: ##EQU14##
Claim 2
Independent Claim
170 words
An apparatus for determining atmospheric conditions based on the calculation of the layered average Richardson number, Ri L , comprising: a) first temperature measurement means for measuring a plurality of temperatures at an altitude Z 1 ; b) means, responsive to the first temperature measurement means, for calculating ∇T, the vector temperature gradient, over the altitude Z 1 ; c) wind shear computational means, responsive to the means for calculating the vector temperature gradient, for determining ΔV/Δz, the vertical wind shear, where V is the horizontal wind vector; d) second temperature measurement means for determining Δθ/Δz, the vertical lapse rate of the potential temperature, where θ is the potential temperature and z is the vertical direction: e) calculation means, responsive to the wind shear computational means and the second temperature measurement means, for calculating Ri L using the equation: ##EQU13## where g is acceleration due to gravity; and f) calculation means responsive to the wind shear computational means for calculating ε, the strength of the turbulence, using the equation: ##EQU14##
Claim 3
Dependent Claim
58 words
The apparatus of claim 1 further comprising means for predicting clear air turbulence, comprising: means for comparing Ri L against a threshold value; means for determining whether ε is increasing or decreasing; and means for indicating the probability for clear air turbulence when Ri L is equal to or less than the threshold value and ε is increasing.
Claim 4
Dependent Claim
11 words
The apparatus of claim 2 wherein the threshold value is 0.5.
Claim 5
Independent Claim
166 words
An apparatus for determining atmospheric conditions based on the calculation of the layered average Richardson number, Ri L , comprising: a) first temperature measurement means for measuring a plurality of temperatures at an altitude Z 1 , where the first temperature measurement means comprises a passive millimeter wave detector or a passive micrometer wave detector; b) means, responsive to the first temperature measurement means, for calculating ∇T, the vector temperature gradient, over the altitude Z 1 ; c) wind shear computational means, responsive to the means for calculating the vector temperature gradient, for determining ΔV/Δz, the vertical wind shear, where V is the horizontal wind vector; d) second temperature measurement means for determining Δθ/Δz, the vertical lapse rate of the potential temperature, where θ is the potential temperature and z is the vertical direction; and e) calculation means, responsive to the wind shear computational means and the second temperature measurement means, for calculating Ri L using the equation: ##EQU15## where g is acceleration due to gravity.
Claim 6
Independent Claim
166 words
An apparatus for determining atmospheric conditions based on the calculation of the layered average Richardson number, Ri L , comprising: a) first temperature measurement means for measuring a plurality of temperatures at an altitude Z 1 , where the first temperature measurement means comprises a passive millimeter wave detector or a passive micrometer wave detector; b) means, responsive to the first temperature measurement means, for calculating ∇T, the vector temperature gradient, over the altitude Z 1 ; c) wind shear computational means, responsive to the means for calculating the vector temperature gradient, for determining ΔV/Δz, the vertical wind shear, where V is the horizontal wind vector; d) second temperature measurement means for determining Δθ/Δz, the vertical lapse rate of the potential temperature, where θ is the potential temperature and z is the vertical direction; and e) calculation means, responsive to the wind shear computational means and the second temperature measurement means, for calculating Ri L using the equation: ##EQU15## where g is acceleration due to gravity.
Claim 7
Dependent Claim
66 words
The apparatus of claim 4 where the passive millimeter wave detector or a passive micrometer wave detector comprises means for detecting radiation L(λ) having a wavelength λ from a predetermined direction and the first temperature measurement means further comprises computational means, responsive to the detector, for computing a value T eff representing the temperature of the atmosphere at an effective range R eff from the detector.
Claim 8
Independent Claim
155 words
A method for determining atmospheric conditions based on the calculation of the layered average Richardson number, Ri L , comprising the steps of: a) measuring a plurality of temperatures at an altitude Z 1 ; b) in response to the measurement of a plurality of temperatures, calculating ∇T, the vector temperature gradient, over the altitude Z 1 ; c) in response to the vector temperature gradient, determining ΔV/Δz, the vertical wind shear, where V is the horizontal wind vector; d) determining Δθ/Δz, the vertical lapse rate of the potential temperature, where θ is the potential temperature and z is the vertical direction; e) in response to the determination of vertical wind shear and vertical lapse rate of the potential temperature, calculating Ri L using the equation: ##EQU16## where g is acceleration due to gravity; and f) in response to the determination of wind shear, calculating ε, the strength of the turbulence, using the equation: ##EQU17##
Claim 9
Independent Claim
155 words
A method for determining atmospheric conditions based on the calculation of the layered average Richardson number, Ri L , comprising the steps of: a) measuring a plurality of temperatures at an altitude Z 1 ; b) in response to the measurement of a plurality of temperatures, calculating ∇T, the vector temperature gradient, over the altitude Z 1 ; c) in response to the vector temperature gradient, determining ΔV/Δz, the vertical wind shear, where V is the horizontal wind vector; d) determining Δθ/Δz, the vertical lapse rate of the potential temperature, where θ is the potential temperature and z is the vertical direction; e) in response to the determination of vertical wind shear and vertical lapse rate of the potential temperature, calculating Ri L using the equation: ##EQU16## where g is acceleration due to gravity; and f) in response to the determination of wind shear, calculating ε, the strength of the turbulence, using the equation: ##EQU17##
Claim 10
Dependent Claim
56 words
The method of claim 6 further comprising the step of predicting clear air turbulence, comprising the steps of: comparing Ri L against a threshold value; determining whether ε is increasing or decreasing; and indicating the probability for clear air turbulence when Ri L is equal to or less than the threshold value and ε is increasing.
Claim 11
Dependent Claim
28 words
The method of claim 7 where step of comparing Ri L against a threshold value comprises the step of comparing Ri L against a threshold value of 0.5.
Claim 12
Independent Claim
178 words
A method for determining atmospheric conditions based on the calculation of the layered average Richardson number, Ri L , comprising the steps of: a) measuring a plurality of temperatures at an altitude Z 1 , where the step of measuring a plurality of temperatures comprises the steps of detecting radiation L(λ) having a wavelength λ from a predetermined direction; and computing a value T eff representing the temperature of the atmosphere at an effective range R eff ; b) in response to the measurement of a plurality of temperatures, calculating ∇T, the vector temperature gradient, over the altitude Z 1 ; c) in response to the vector temperature gradient, determining ΔV/Δz, the vertical wind shear, where V is the horizontal wind vector; d) determining Δθ/Δz, the vertical lapse rate of the potential temperature, where θ is the potential temperature and z is the vertical direction; and e) in response to the determination of vertical wind shear and vertical lapse rate of the potential temperature, calculating Ri L using the equation: ##EQU18## where g is acceleration due to gravity.
Claim 13
Independent Claim
178 words
A method for determining atmospheric conditions based on the calculation of the layered average Richardson number, Ri L , comprising the steps of: a) measuring a plurality of temperatures at an altitude Z 1 , where the step of measuring a plurality of temperatures comprises the steps of detecting radiation L(λ) having a wavelength λ from a predetermined direction; and computing a value T eff representing the temperature of the atmosphere at an effective range R eff ; b) in response to the measurement of a plurality of temperatures, calculating ∇T, the vector temperature gradient, over the altitude Z 1 ; c) in response to the vector temperature gradient, determining ΔV/Δz, the vertical wind shear, where V is the horizontal wind vector; d) determining Δθ/Δz, the vertical lapse rate of the potential temperature, where θ is the potential temperature and z is the vertical direction; and e) in response to the determination of vertical wind shear and vertical lapse rate of the potential temperature, calculating Ri L using the equation: ##EQU18## where g is acceleration due to gravity.