Claims Analysis
Total Claims: 6
Claim 1
Independent Claim
261 words
A three-dimensional nuclear magnetic resonance spectroscopy comprising the steps of: (a) applying a first 90°-pulse to a sample containing gyromagnetic resonators after the lapse of a given preparation period; (b) applying a second 90°-pulse to the sample after the lapse of an evolution period of t 1 that follows the application of the first 90°-pulse; (c) applying a 180°-pulse to the sample at the middle of a mixing period of T m that follows the application of the second 90°-pulse and applying a third 90°-pulse to the sample after the mixing period of T m ; (d) detecting the free induction decay signal emanating from the resonators during a detection period of t 2 that follows the application of the third 90°-pulse and storing the obtained data in a memory; (e) carrying out the steps (a)-(d) while systematically varying the length t 1 of the evolution period and a second pulse train parameter X, obtaining the sum S (t 1 , t 2 , X) of the resulting free induction decay signals, and storing the data in the memory; (f) taking the complex Fourier transform of the data S (t 1 , t 2 , X) with respect to t 2 ; (g) taking the complex Fourier transform of the transformed data S (t 1 , ω 2 , X) with respect to t 1 ; and (h) taking the cosine Fourier transform of the transformed data S (ω 1 , ω 2 , X) with respect to X to obtain a spectrum S (ω 1 , ω 2 , Y).
Claim 2
Dependent Claim
261 words
A three-dimensional nuclear magnetic resonance spectroscopy comprising the steps of: (a) applying a first 90°-pulse to a sample containing gyromagnetic resonators after the lapse of a given preparation period; (b) applying a second 90°-pulse to the sample after the lapse of an evolution period of t 1 that follows the application of the first 90°-pulse; (c) applying a 180°-pulse to the sample at the middle of a mixing period of T m that follows the application of the second 90°-pulse and applying a third 90°-pulse to the sample after the mixing period of T m ; (d) detecting the free induction decay signal emanating from the resonators during a detection period of t 2 that follows the application of the third 90°-pulse and storing the obtained data in a memory; (e) carrying out the steps (a)-(d) while systematically varying the length t 1 of the evolution period and a second pulse train parameter X, obtaining the sum S (t 1 , t 2 , X) of the resulting free induction decay signals, and storing the data in the memory; (f) taking the complex Fourier transform of the data S (t 1 , t 2 , X) with respect to t 2 ; (g) taking the complex Fourier transform of the transformed data S (t 1 , ω 2 , X) with respect to t 1 ; and (h) taking the cosine Fourier transform of the transformed data S (ω 1 , ω 2 , X) with respect to X to obtain a spectrum S (ω 1 , ω 2 , Y).
Claim 3
Dependent Claim
269 words
A three-dimensional nuclear magnetic resonance spectroscopy comprising the steps of: (a) applying a first 90°-pulse to a sample containing gyromagnetic resonators after the lapse of a given preparation period; (b) applying a second 90°-pulse to the sample after the lapse of an evolution period of t 1 that follows the application of the first 90°-pulse; (c) applying a 180°-pulse to the sample at the middle of a mixing period of τ m that follows the application of the second 90°-pulse and applying a third 90°-pulse to the sample after the mixing period of τ m ; (d) detecting the free induction decay signal emanating from the resonators during a detection period of t 2 that follows the application of the third 90°-pulse and storing the obtained data in a memory; (e) carrying out the steps (a)-(d) while systematically varying the length t 1 of the evolution period and the RF phases φ of the first 90°-pulse, the second 90°-pulse, and the 180°-pulse, obtaining the sum S (t 1 , t 2 , φ) of the resulting free induction decay signals, and storing the data in the memory; (f) taking the complex Fourier transform of the data S (t 1 , t 2 , φ) with respect to t 2 ; (g) taking the complex Fourier transform of the transformed data S (t 1 , ω 2 , φ) with respect to t 1 ; and (h) taking the cosine Fourier transform of the transformed data S (ω 1 , ω 2 , φ) with respect to φ to obtain a spectrum S (ω 1 , ω 2 , p).
Claim 4
Dependent Claim
269 words
A three-dimensional nuclear magnetic resonance spectroscopy comprising the steps of: (a) applying a first 90°-pulse to a sample containing gyromagnetic resonators after the lapse of a given preparation period; (b) applying a second 90°-pulse to the sample after the lapse of an evolution period of t 1 that follows the application of the first 90°-pulse; (c) applying a 180°-pulse to the sample at the middle of a mixing period of τ m that follows the application of the second 90°-pulse and applying a third 90°-pulse to the sample after the mixing period of τ m ; (d) detecting the free induction decay signal emanating from the resonators during a detection period of t 2 that follows the application of the third 90°-pulse and storing the obtained data in a memory; (e) carrying out the steps (a)-(d) while systematically varying the length t 1 of the evolution period and the RF phases φ of the first 90°-pulse, the second 90°-pulse, and the 180°-pulse, obtaining the sum S (t 1 , t 2 , φ) of the resulting free induction decay signals, and storing the data in the memory; (f) taking the complex Fourier transform of the data S (t 1 , t 2 , φ) with respect to t 2 ; (g) taking the complex Fourier transform of the transformed data S (t 1 , ω 2 , φ) with respect to t 1 ; and (h) taking the cosine Fourier transform of the transformed data S (ω 1 , ω 2 , φ) with respect to φ to obtain a spectrum S (ω 1 , ω 2 , p).
Claim 5
Dependent Claim
265 words
A three-dimensional nuclear magnetic resonance spectroscopy comprising the steps of: (a) applying a first 90°-pulse to a sample containing gyromagnetic resonators after the lapse of a given preparation period; (b) applying a second 90°-pulse to the sample after the lapse of an evolution period of t 1 that follows the application of the first 90°-pulse; (c) applying a 180°-pulse to the sample at the middle of a mixing period of t 3 after the application of the second 90°-pulse and applying a third 90°-pulse to the sample after the mixing period of t 3 ; (d) detecting the free induction decay signal emanating from the resonators during a detection period of t 2 that follows the application of the third 90°-pulse and storing the obtained data in a memory; (e) carrying out the steps (a)-(d) while systematically varying the length t 1 of the evolution period and the length t 3 of the mixing period and obtaining the sum S (t 1 , t 2 , t 3 ) of the resulting free induction decay signals; (f) taking the complex Fourier transform of the data S (t 1 , t 2 , t 3 ) with respect to t 2 ; (g) taking the complex Fourier transform of the transformed data S (t 1 , ω 2 , t 3 ) with respect to t 1 ; and (h) taking the cosine Fourier transform of the transformed data S (ω 1 , ω 2 , t 3 ) with respect to t 3 to obtain a spectrum S (ω 1 , ω 2 , J).
Claim 6
Dependent Claim
265 words
A three-dimensional nuclear magnetic resonance spectroscopy comprising the steps of: (a) applying a first 90°-pulse to a sample containing gyromagnetic resonators after the lapse of a given preparation period; (b) applying a second 90°-pulse to the sample after the lapse of an evolution period of t 1 that follows the application of the first 90°-pulse; (c) applying a 180°-pulse to the sample at the middle of a mixing period of t 3 after the application of the second 90°-pulse and applying a third 90°-pulse to the sample after the mixing period of t 3 ; (d) detecting the free induction decay signal emanating from the resonators during a detection period of t 2 that follows the application of the third 90°-pulse and storing the obtained data in a memory; (e) carrying out the steps (a)-(d) while systematically varying the length t 1 of the evolution period and the length t 3 of the mixing period and obtaining the sum S (t 1 , t 2 , t 3 ) of the resulting free induction decay signals; (f) taking the complex Fourier transform of the data S (t 1 , t 2 , t 3 ) with respect to t 2 ; (g) taking the complex Fourier transform of the transformed data S (t 1 , ω 2 , t 3 ) with respect to t 1 ; and (h) taking the cosine Fourier transform of the transformed data S (ω 1 , ω 2 , t 3 ) with respect to t 3 to obtain a spectrum S (ω 1 , ω 2 , J).