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Prediction of the start of the grass pollen season for the western part of the Netherlands

Prediction of the start of the grass pollen season for the western part of the Netherlands Abstract To determine the best date for patients to begin treatment for pollinosis, an attempt was made to predict the start of the grass pollen season as accurately as possible. A new method to define the start of the grass pollen season is presented. It identifies the date when at a certain location the accumulated total (from 1 Jan.) of 24 h average grass pollen concentrations (No./m3) reaches 100. This method is called the Σ100-method. Using the phenological method over the years 1977 through 1985, with the birch (Σ125=x) as the indicator plant, the start of the grass pollen period (Σ100=z) could be predicted more than twice as accurately as would have been possible solely based on the mean starting dates in the preceeding years. The predicted starting date (z) can be calculated with the equation z=0.68x+65.33 (x and z as day-of-the-year numbers), SD=1.6 day, r=0.86, n=9. http://www.deepdyve.com/assets/images/DeepDyve-Logo-lg.png Grana Taylor & Francis

Prediction of the start of the grass pollen season for the western part of the Netherlands

Prediction of the start of the grass pollen season for the western part of the Netherlands

Grana , Volume 28 (1): 8 – Mar 1, 1989

Abstract

Abstract To determine the best date for patients to begin treatment for pollinosis, an attempt was made to predict the start of the grass pollen season as accurately as possible. A new method to define the start of the grass pollen season is presented. It identifies the date when at a certain location the accumulated total (from 1 Jan.) of 24 h average grass pollen concentrations (No./m3) reaches 100. This method is called the Σ100-method. Using the phenological method over the years 1977 through 1985, with the birch (Σ125=x) as the indicator plant, the start of the grass pollen period (Σ100=z) could be predicted more than twice as accurately as would have been possible solely based on the mean starting dates in the preceeding years. The predicted starting date (z) can be calculated with the equation z=0.68x+65.33 (x and z as day-of-the-year numbers), SD=1.6 day, r=0.86, n=9.

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References (13)

Publisher
Taylor & Francis
Copyright
Copyright Taylor & Francis Group, LLC
ISSN
1651-2049
eISSN
0017-3134
DOI
10.1080/00173138909431010
Publisher site
See Article on Publisher Site

Abstract

Abstract To determine the best date for patients to begin treatment for pollinosis, an attempt was made to predict the start of the grass pollen season as accurately as possible. A new method to define the start of the grass pollen season is presented. It identifies the date when at a certain location the accumulated total (from 1 Jan.) of 24 h average grass pollen concentrations (No./m3) reaches 100. This method is called the Σ100-method. Using the phenological method over the years 1977 through 1985, with the birch (Σ125=x) as the indicator plant, the start of the grass pollen period (Σ100=z) could be predicted more than twice as accurately as would have been possible solely based on the mean starting dates in the preceeding years. The predicted starting date (z) can be calculated with the equation z=0.68x+65.33 (x and z as day-of-the-year numbers), SD=1.6 day, r=0.86, n=9.

Journal

GranaTaylor & Francis

Published: Mar 1, 1989

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