DataSheet1_Temperature dependence of dielectric properties of blood at 10 Hz–100 MHz.docx by Weice Wang (14011341)

“…The temperature coefficient of the imaginary part was positive and bimodal from 6.31 kHz to 100 MHz, with peaks of 5.22%/°C and 4.14%/°C at 126 kHz and 39.8 MHz, respectively. Finally, a third-order function model was developed to describe the dielectric spectra at these temperatures, in which the resistivity parameter in each dispersion zone decreased linearly with temperature and each characteristic frequency increased linearly with temperature. …”

Image5_Temperature dependence of dielectric properties of blood at 10 Hz–100 MHz.TIF by Weice Wang (14011341)

“…The temperature coefficient of the imaginary part was positive and bimodal from 6.31 kHz to 100 MHz, with peaks of 5.22%/°C and 4.14%/°C at 126 kHz and 39.8 MHz, respectively. Finally, a third-order function model was developed to describe the dielectric spectra at these temperatures, in which the resistivity parameter in each dispersion zone decreased linearly with temperature and each characteristic frequency increased linearly with temperature. …”

Image8_Temperature dependence of dielectric properties of blood at 10 Hz–100 MHz.TIF by Weice Wang (14011341)

“…The temperature coefficient of the imaginary part was positive and bimodal from 6.31 kHz to 100 MHz, with peaks of 5.22%/°C and 4.14%/°C at 126 kHz and 39.8 MHz, respectively. Finally, a third-order function model was developed to describe the dielectric spectra at these temperatures, in which the resistivity parameter in each dispersion zone decreased linearly with temperature and each characteristic frequency increased linearly with temperature. …”

Image1_Temperature dependence of dielectric properties of blood at 10 Hz–100 MHz.TIF by Weice Wang (14011341)

“…The temperature coefficient of the imaginary part was positive and bimodal from 6.31 kHz to 100 MHz, with peaks of 5.22%/°C and 4.14%/°C at 126 kHz and 39.8 MHz, respectively. Finally, a third-order function model was developed to describe the dielectric spectra at these temperatures, in which the resistivity parameter in each dispersion zone decreased linearly with temperature and each characteristic frequency increased linearly with temperature. …”

Image6_Temperature dependence of dielectric properties of blood at 10 Hz–100 MHz.TIF by Weice Wang (14011341)

“…The temperature coefficient of the imaginary part was positive and bimodal from 6.31 kHz to 100 MHz, with peaks of 5.22%/°C and 4.14%/°C at 126 kHz and 39.8 MHz, respectively. Finally, a third-order function model was developed to describe the dielectric spectra at these temperatures, in which the resistivity parameter in each dispersion zone decreased linearly with temperature and each characteristic frequency increased linearly with temperature. …”

Image7_Temperature dependence of dielectric properties of blood at 10 Hz–100 MHz.TIF by Weice Wang (14011341)

“…The temperature coefficient of the imaginary part was positive and bimodal from 6.31 kHz to 100 MHz, with peaks of 5.22%/°C and 4.14%/°C at 126 kHz and 39.8 MHz, respectively. Finally, a third-order function model was developed to describe the dielectric spectra at these temperatures, in which the resistivity parameter in each dispersion zone decreased linearly with temperature and each characteristic frequency increased linearly with temperature. …”

Image15_Temperature dependence of dielectric properties of blood at 10 Hz–100 MHz.TIF by Weice Wang (14011341)

“…The temperature coefficient of the imaginary part was positive and bimodal from 6.31 kHz to 100 MHz, with peaks of 5.22%/°C and 4.14%/°C at 126 kHz and 39.8 MHz, respectively. Finally, a third-order function model was developed to describe the dielectric spectra at these temperatures, in which the resistivity parameter in each dispersion zone decreased linearly with temperature and each characteristic frequency increased linearly with temperature. …”

Image4_Temperature dependence of dielectric properties of blood at 10 Hz–100 MHz.JPEG by Weice Wang (14011341)

“…The temperature coefficient of the imaginary part was positive and bimodal from 6.31 kHz to 100 MHz, with peaks of 5.22%/°C and 4.14%/°C at 126 kHz and 39.8 MHz, respectively. Finally, a third-order function model was developed to describe the dielectric spectra at these temperatures, in which the resistivity parameter in each dispersion zone decreased linearly with temperature and each characteristic frequency increased linearly with temperature. …”

Image13_Temperature dependence of dielectric properties of blood at 10 Hz–100 MHz.TIF by Weice Wang (14011341)

“…The temperature coefficient of the imaginary part was positive and bimodal from 6.31 kHz to 100 MHz, with peaks of 5.22%/°C and 4.14%/°C at 126 kHz and 39.8 MHz, respectively. Finally, a third-order function model was developed to describe the dielectric spectra at these temperatures, in which the resistivity parameter in each dispersion zone decreased linearly with temperature and each characteristic frequency increased linearly with temperature. …”

Image9_Temperature dependence of dielectric properties of blood at 10 Hz–100 MHz.TIF by Weice Wang (14011341)

“…The temperature coefficient of the imaginary part was positive and bimodal from 6.31 kHz to 100 MHz, with peaks of 5.22%/°C and 4.14%/°C at 126 kHz and 39.8 MHz, respectively. Finally, a third-order function model was developed to describe the dielectric spectra at these temperatures, in which the resistivity parameter in each dispersion zone decreased linearly with temperature and each characteristic frequency increased linearly with temperature. …”

Image12_Temperature dependence of dielectric properties of blood at 10 Hz–100 MHz.TIF by Weice Wang (14011341)

“…The temperature coefficient of the imaginary part was positive and bimodal from 6.31 kHz to 100 MHz, with peaks of 5.22%/°C and 4.14%/°C at 126 kHz and 39.8 MHz, respectively. Finally, a third-order function model was developed to describe the dielectric spectra at these temperatures, in which the resistivity parameter in each dispersion zone decreased linearly with temperature and each characteristic frequency increased linearly with temperature. …”

Self-regulating pen-needle-based micronozzle for printing array of nanoliter droplets under fluorinated liquid by Muhammad Awais Maqbool (19447986)

“…Droplet volume decreased hyperbolically with robot speed (<i>w</i>) as <i>V</i> = 1613 <i>w</i>⁻¹ + 14.3 (nL, mm/s), while the number of droplets produced per minute (<i>N</i>) increased linearly with speed as <i>N</i> = 2.0 <i>w</i> + 28.5. …”

Mean WIS in different locations for different transformations applied before scoring. by Nikos I. Bosse (9756108)

“…For decreasing values of <i>a</i>, we give more relative weight to scores in small locations.…”

Confidence report. by Marissa E. Fassold (16447274)

“…<p>Confidence was reported by expanding a circle centered on the target location. Points were determined by the radius, with smaller circles awarding more points (maximum of 10, decreasing linearly with increasing circle size). …”

Baculovirus entire ORF1629 is not essential for viral replication by Won Seok Gwak (7300631)

“…<div><p>It is generally accepted that ORF1629 is essential for baculovirus replication, which has enabled isolation of recombinant viruses in a baculovirus expression system using linearized viral DNA. …”

Low doses of monensin for lambs fed diets containing high level of ground flint corn by Daniel Montanher Polizel (10379153)

“…However, there was no effect on the molar proportion of propionate and butyrate. The monensin decreased linearly the total SCFA concentration (p < 0.01). …”

SPI under <i>K</i> different distance ranges. by Thao Vu (3363083)

“…<p><i>K</i> values were incremented from 25 to 100 in steps of 5. At each <i>K</i>, a sequence of distance breaks was generated by linearly decreasing from <i>d</i>_<i>K</i> to 0 on a log scale. …”

Data_Sheet_1_Dietary Lasia spinosa Thw. Improves Growth Performance in Broilers.ZIP by Lang Zhang (37998)

“…Furthermore, the levels of triglyceride (TG) and low-density lipoprotein cholesterol (LDL-C) were significantly decreased by the addition of dietary LST powder (p < 0.01), while the levels of HDL-C, Ca, Fe, Mg, and P were linearly increased by the addition of dietary LST powder (p < 0.01). …”

Data_Sheet_1_Effects of fermented jujube powder on growth performance, rumen fermentation, and antioxidant properties of simmental bulls.XLSX by Yongqing Liu (17191)

“…FJP linearly increased serum total protein concentration and antioxidant capacity (P = 0.003 and 0.018, respectively) and decreased malonaldehyde content (P = 0.006).…”

Nutritional Composition, Metabolisable Energy and Total Use of Sunflower Seed Cake for Meat Quail by CN Cordeiro (12652797)

“…For the performance trial, 432 quails were assigned to six treatments (dietary inclusion of 0, 5, 10, 15, 20 and 25% SC) in a CRD with six replicates of 12 birds. The metabolic coefficients of dry matter (MCDM) and gross energy (MCGE) of the diet decreased linearly with increasing SC levels. …”