The temperature effectiveness funct

The temperature effectiveness functions found for this
study generally more closely approximate the exponential
´function of Bidabe (1967) and Lantin (1973) than the more
conventional chill units where the temperature factor is
assumed constant over a range of temperatures (Sunley et al.
2006). For all the genotypes used in this study, the effective-
ness of chilling increases as temperature falls to 0 °C and in
most cases even below (especially ‘Ben Gairn’, ‘Ben Starav’
and ‘Ben Tirran’). An important result from the present data,
however, is the demonstration that the most appropriate
temperature function depends on the model used for temper-
ature accumulation over time (Fig. 5). Furthermore, there is
clearly also an interaction between the temperature response
function that is appropriate for any cultivar and the length of
low-temperature exposure (Fig. 6). The ability to separate
germplasm on the basis of optimal chilling temperature can
enable the selection of appropriate cultivars for specific

ผลลัพธ์ (อังกฤษ) 2:

The Temperature Effectiveness functions Found for this.
Study Generally more closely approximate The exponential.
'Function of Bidabe (one thousand nine hundred and sixty-seven) and Lantin (in 1973) than The more.
conventional Chill units Where The Temperature factor is.
assumed Constant over A Range of temperatures (Sunley et Al.
the 2006th ). For all The genotypes used in this Study, The effective-.
Increases as Temperature Falls Ness of chilling to 0 ° C and in.
Most Cases Below Even (especially 'Ben Gairn', 'Ben Starav'.
and 'Ben Tirran'). An important result from The Present Data,.
however, is that The Demonstration The Most appropriate.
Temperature Function The Model used for depends on temper-.
ature accumulation over time (Fig. 5). Furthermore, there is
clearly also an Interaction between The Temperature Response.
Function that is appropriate for any length of Cultivar and The.
Low-Temperature Exposure (Fig. 6). The Ability to separate
Germplasm on The Basis of Optimal Temperature Can chilling.
Enable The selection of appropriate cultivars for Specific.

ผลลัพธ์ (อังกฤษ) 3:

The temperature effectiveness functions found for this
study generally more closely approximate the exponential
do function. Of Bidabe (1967) and Lantin (1973) than the more
conventional chill units where the temperature factor is
assumed constant. Over a range of temperatures (Sunley et al.
2006). For all the genotypes used in, this study the effective -
.Ness of chilling increases as temperature falls to 0 ° C and in
most cases even below (especially 'Ben Gairn', 'Ben Starav'
and. 'Ben Tirran'). An important result from the present data
however, is the, demonstration that the most appropriate
temperature. Function depends on the model used for temper -
ature accumulation over time (Fig. 5). Furthermore there, is
.Clearly also an interaction between the temperature response
function that is appropriate for any cultivar and the length. Of
low-temperature exposure (Fig. 6). The ability to separate
germplasm on the basis of optimal chilling temperature can
enable. The selection of appropriate cultivars for speci fi C
.