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Article

Prediction of Ratoon Sugarcane Family Yield and Selection Using Remote Imagery

Sugarcane Research Unit (SRU), USDA-ARS, Houma, LA 70360, USA
*
Author to whom correspondence should be addressed.
Agronomy 2021, 11(7), 1273; https://doi.org/10.3390/agronomy11071273
Submission received: 10 May 2021 / Revised: 16 June 2021 / Accepted: 18 June 2021 / Published: 23 June 2021
(This article belongs to the Special Issue Cultivar Development and Management Strategies for Sugarcane)

Abstract

:
Remote sensing techniques and the use of Unmanned Aerial Systems (UAS) have simplified the estimation of yield and plant health in many crops. Family selection in sugarcane breeding programs relies on weighed plots at harvest, which is a labor-intensive process. In this study, we utilized UAS-based remote sensing imagery of plant-cane and first ratoon crops to estimate family yields for a second ratoon crop. Multiple families from the commercial breeding program were planted in a randomized complete block design by family. Standard red, green, and blue imagery was acquired with a commercially available UAS equipped with a Red–Green–Blue (RGB) camera. Color indices using the CIELab color space model were estimated from the imagery for each plot. The cane was mechanically harvested with a sugarcane combine harvester and plot weights were obtained (kg) with a field wagon equipped with load cells. Stepwise regression, correlations, and variance inflation factors were used to identify the best multiple linear regression model to estimate the second ratoon cane yield (kg). A multiple regression model, which included family, and five different color indices produced a significant R2 of 0.88. This indicates that it is possible to make family selection predictions of cane weight without collecting plot weights. The adoption of this technology has the potential to decrease labor requirements and increase breeding efficiency.

1. Introduction

Sugarcane is an economically important crop in Louisiana [1]. To increase profitability, sugarcane varieties are constantly being improved by the United States Department of Agriculture–Agricultural Research Service’s (USDA–ARS) Louisiana sugarcane variety development program, located in Houma, LA. Sugarcane variety development is costly, requiring approximately 12 years of testing to release a cultivar. Due to this, methods are constantly being evaluated to increase efficiency. An important part of this program is the selection of sugarcane seedlings, which requires the evaluation of 70–80 thousand seedlings over a short period of time by brief visual inspection, which requires significant time and labor. As these seedlings are individually un-replicated, selection is potentially biased due to spatial arrangement and microenvironments. Family selection, which involves the selection of seedling families instead of individuals, is based on data from replicated family plots. This procedure is more efficient because fewer poor performing individuals with low heritability traits are introduced into the program [2], but family selection requires gathering data such as weighed plot yields from seedling plots. Family selection in sugarcane at the seedling stage is widely practiced around the world in places, such as Australia [3,4,5,6,7] and the United States [8,9,10,11].
Spectral imaging has been used in several crop species, including sugarcane, to evaluate yield, nutritional status, and crop health [12,13,14,15,16], and can be used to identify spectral traits linked to yield for selection [17]. If the image is acquired aerially, this method also has the advantage of covering large areas easily. These spectral techniques could be used as a tool for evaluating sugarcane seedlings by identifying soil and environmental patterns that may affect selection, and, since spectral analysis can be linked to genetic yield traits, it may also be used for selection. This could give breeders another tool to examine yield parameters quickly without harvest data. Due to land and resource constraints, later ratoon crops (second and later) are not grown, and data are not measured in the Houma seedling stage. If we could predict second ratoon family performance and yield parameters from plant cane and first ratoon images, then the efficiency and speed of this breeding program could be increased.
Remote sensing utilizing specialized sensors has become an important component of crop monitoring and high throughput phenotyping [18,19]. Several indices have been developed that successfully utilize data from both multispectral and RBG imagery as a low-cost alternative to predict biomass [19,20]. The RBG image indices derived from models of Hue–Intensity–Saturation (HIS), International Commission on Illumination L*a*b* (CIELab), and L*u*v* (CIELuv) cylindrical coordinate representations of colors [18,21,22,23] have been useful in predicting crop yield and, in some cases, have been more accurate than multispectral methods [22,24,25]. RGB indices have been correlated with the sugarcane biomass in other crops [19,20]; therefore, if similar results are obtained with sugarcane seedlings, then this procedure may be used to identify sugarcane seedlings with high biomass. The objective of this study was to (1) determine if remote sensing imagery acquired by UAS could accurately and efficiently evaluate the seedling family performance of cane yield in Houma and (2) determine if second ratoon cane yield could be estimated from plant cane and first ratoon images. To the author’s knowledge this is the first use of RGB remote imagery to estimate yield for seedling selection in Louisiana.

2. Materials and Methods

Experiments were conducted on land near Houma, LA (29°38′33.2″ N 90°51′34.5″ W) (Figure 1). This area is classified as humid subtropical with a Köppen classification of Cfa. The soil at this site is classified as a Cancienne silt loam (fine-silty, mixed, superactive, nonacid, hyperthermic Fluvaquentic Epiaquepts). This land has been used to grow sugarcane for more than 50 years. Seedlings from 23 diverse crosses (families) including 26 unique parents and the check cultivar HoCP 96-540 [26] were selected and planted in a randomized complete block design with three replications (Table 1). This procedure is similar to test plots used to evaluate seedling performance at the Louisiana State University sugarcane breeding program [27]. Each family had two rows spaced 1.8 m apart in raised beds planted, with 19 plants, each spaced 40 cm apart, with each family spaced 1.2 m apart. Fields were fertilized and kept weed free using the standard herbicide and cultivation methods of the area [28]. Red–Green–Blue (RGB) images were taken with a Phantom 4 drone equipped with a 1/2.3″ CMOS 12.5 MP camera (SZ DJI Technology Co., Ltd., Nanshan, China) in plant cane at a distance of 91.4 m (3.52 cm/px) on 2 September 2016, and first and second ratoon at 45.7 m (1.76 cm/px) on 25 September 2017 and 2 July 2018, respectively.
Cane was harvested in 2016 and 2018 using a chopper harvester and plot weights were taken utilizing a single-axle, high-dump wagon equipped with electronic load cells [29]. Each family plot had two rows per replication and each row was weighed separately. The data were analyzed using a mixed model in SAS Proc Mixed [30], where plot weight was considered the dependent variable, and family, year harvested, and their interaction as fixed effects. Replication and row harvested were treated as random effects. Significant differences between families within each year were estimated by calculating significant differences between means (Table 1).
The Breedpix program [31] measures various color indices using the CIELab color space model [32], from low cost RGB (red–green–blue) remote sensing imagery that can be used to correlate and predict various yield and agronomic traits such as biomass. The indices utilized in this study included the green area (GA), which is the proportion of green pixels in an image [31]. The greener area (GGA) excludes yellow pixels that correlate with senescent leaves [31]. These indices generally correlate to green biomass and are used to calculate the Crop Senescence Index (CSI), which is the scaled ratio between yellow and green vegetation pixels calculated using the following formula: CSI = (GA − GGA)/GA∗100 [21]. This index is correlated with leaf senescence. The Normalized Green–Red Difference Index (NGRDI) [33] and the Triangular Greenness Index (TGI) [34], with their standard deviations, were also calculated using the Breedpix program to evaluate their usefulness in predicting yield. The NGRDI was developed to estimate the vegetation fraction, or the area covered with vegetation. The TGI is affected only by the chlorophyll content in the leaves and can be used to estimate N requirements. NGRDI is calculated as follows:
NGRDI        (Rg − Rr)/(Rg + Rr)
TGI is calculated as follows:
TGI        −0.5[(λr − λb)(Rr − Rg) − (λr − λg)(Rr − Rb)]
where Rg and Rr represent the reflectances of green and red bands, respectively, and λr, λb, and λg represent the center wavelengths for the red, blue, and green bands, respectively.
Other more general CIELab values calculated include lightness, which represents the range from black to white with pure black having a value of zero and pure white having a value of ten [35]. The range from green to red is represented by the a* index, and the range from blue to yellow is represented by the b* index. The v* component is the scale from blue to green. The u* index is the scale from blue to red [19,32]. Hue is a description of color in the form of hue angles in the a*b* plane of the CIELab color space and vary from 0 to 360°, where 0° is red, 60° is yellow, 120° is green, and 180° is cyan [19].
Plots in the acquired imagery were manually identified and cropped individually into 72 × 408 pixel segments using the GIMP image editor [36]. These images were run through the Breedpix Maize scanner program [31] in ImageJ [37]. The means for each variable were calculated. Raw data were run through SAS [30] using the Meta Macro [38]. This was used to calculate heritability, defined as the proportion of the phenotypic or trait variability that is due to genetic causes [39], and the trait phenotypic correlations between years. The arithmetic means by family of these variables were then entered into PAST (PAleontological STatistics) software [40] for Pearson correlations. SAS Proc GLMSELECT [30] was used to identify the best multiple regression model for plant weight estimation using stepwise regression with Schwartz’s Bayesian Criterion (SBC) selection and an adjusted R2 as a stopping criterion. For plant cane and first ratoon models, the number of selected variables were manually modified to add spectral variables that contributed the most to the regression model and drop variables with high cross correlation and a Variance Inflation Factor (VIF) greater than ten that were estimated using Proc Reg [30]. A VIF greater than 10 is an indicator that multicollinearity is high [30].

3. Results and Discussion

3.1. Family Selection Yield Performance

To compare the family plot yield within and between ratoons, a mixed model analysis was performed and all fixed effects in the model were significant including family, crop year, and crop year × family interactions (Table 2). The strongest effect was crop year, which had a much higher F value than the other effects, and family × crop year was smaller than family effects. This shows the large effect of crop year on yield. Even though the interaction of crop year and family was the smallest effect, it was significant, indicating that crop year significantly affects the yield of genotypes differently. This makes the accurate selection of ratoon performance based on plant cane performance difficult. The highest yielding family in the plant cane was also one of the highest in the second ratoon: family CPX14-0705, whose parents were HoCP 04-852 and Ho 12-630 (Table 1). The family CPX15-0167, whose parents were Ho 13-756 and L 09-099, was one of the highest yielding in the plant cane but had moderate yield in the second ratoon. The family CPX15-0105 was among the lowest yielding in the plant cane but was not significantly different than the highest in the second ratoon (Table 1). This indicates that selecting the highest yielding families in the plant cane will not necessarily select the highest yielding second ratoon family, which is consistent with the findings of [41].
In the plant cane, the highest yielding family was not significantly different from the check cultivar HoCP 96-540 and 15 other families (Table 1). Of these, several parents were repeated multiple times, including HoCP 04-852 (4 times), HoCP 04-838 [42] (3), and HoCP 01-517 (3). Among these, HoCP 04-852 was crossed with HoCP 04-838 and HoCP 01-517 one time each, and these families were among the highest group in the second ratoon as well (Table 1). In second ratoon, 14 families were not significantly different from the check, and these included some of the same commonly repeated parents of the high yielding plant cane families, including HoCP 04-852 (5 times), HoCP 04-838 (3), and HoCP 01-517 (4). Between the plant cane and the second ratoon, there were 11 families in common. This indicates that the selection for cane yield in the plant cane will select and identify some high-yielding families in the second ratoon, but it will also include some low-yielding families in the second ratoon and discard some potentially valuable crosses. If family selections were made in the plant cane, five poor ratooning families would have been included and two good ratooning families would have been discarded. Among the poor yielding families, L 12-201 was used twice. L 12-201 was only used in these crosses; therefore, it is difficult to fully estimate its crossing performance, but one of the male parents, Ho 11-529, seems to have poor family performance that could have lowered the yield (Table 1). Ho 11-529 was also crossed with the good parent Ho 11-512 in family CP14-0332 that had a poor plot weight in the second ratoon. The genotype Ho 11-512 was parent four of the highest yielding families in the second ratoon. This indicates that Ho 11-529 produces poor progeny, even with good parents, and is not a good parent for high cane yield or ratooning ability. In Australia, the practice was to select 30 to 40 percent of the families based on plant cane weight [2]. However, if this were performed with the families in this study based on plant cane yield, 10 crosses would have been selected, but these would have included three lower yielding second ratoon crosses and discarded six high yielding second ratoon families, including the highest yielding family in the second ratoon. There was only a 0.36 correlation for family plot weight between the plant cane and the second ratoon. This correlation is similar to that found by Skinner [43], who also found a low phenotypic correlation (0.38) for cane weight between three row seedlings in plant cane and a first ratoon evaluation trial in Australia.

3.2. Family Selection Based on Remote Sensing

There were several RGB indices that had moderate correlations between the plant cane and the second ratoon; these included u*, TGI, and CSI measured in plant cane (Table 3 and Table 4). These also had better correlations with the second ratoon plot weight than the plant cane plot weight. In the first ratoon, the indices b*, v*, lightness, intensity, hue, GGA, and NGRDI had high correlations between years and high correlations with the second ratoon plot weight (Table 4 and Table 5). The best second ratoon indices that had good correlations to cane yield and high heritability were a*, u*, v*, lightness, intensity, and TGI (Table 4 and Table 5). These indices also had high heritability in plant cane. Our results indicate that there was little relationship between the plot weights of the plant cane and the second ratoon at this location. The heritability was lower for the plot weight (0.20) in the plant cane but was much higher in the second ratoon at 0.65. This indicates that selection would be better if made in the second ratoon. Additionally, supporting this conclusion was our finding of more significant differences in cane yield among crosses in the second ratoon compared with the plant cane (Table 1). However, due to land constraints, the Houma sugarcane breeding program is not currently able to select crosses in the second ratoon. One possibility would be to plant test crosses to determine yield performance that could be estimated by using remote sensing methods. Casadesús and Villegas [31] also found positive significant correlations between hue, a*, u*, GA, and GGA and dry biomass in barley, wheat, and triticale, which they attributed to canopy coverage and color. The indices GA and GAA relate to green biomass and CSI relates to sensing leaves [44] and, since GA and CSI correlated with cane yield, indicates that the number of green leaves is a factor to yield prediction. Similarly, since the NGRDI is related to vegetation fraction or area covered with vegetation was correlated with cane plot weight, vegetation fraction is also related to plot yield. Overall, our results indicate that greenness, a possible indication of plant health, and vegetation and canopy coverage are the important traits being visualized by remote sensing and being correlated with biomass.
To take into account the potential benefits of combining indices to improve yield predictions, multiple regression was utilized to combine independent factors. Most variables had large significant cross correlations with each other; therefore, only the variables with low variance inflation factors (<10) were included. If only the variables from the plant cane were utilized to predict the second ratoon cane yield, the best model in 2016 included hue, lightness, b*, and family (Table 6). These spectral variables also had high heritabilities and gave an R2 of 0.46, which is better than the R2 = 0.13 for the plant cane harvested plot weight. The best fitting variables with low variance inflation factors from the first ratoon were family, hue, and the standard deviation for TGI. This had a better R2 (0.58) to the second ratoon plot weight than any of the plant cane variables. The best fitting model using the second ratoon variables included the variables intensity, CSI, saturation, GGA along with the family that produced a higher R2 (0.82) with the second ratoon plot weight. A higher correlation utilizing the second ratoon traits is to be expected, as this was taken during the same harvest season. The most useful regression equation that combined the variables from every year with low variance inflation factors included plant cane hue; first ratoon TGI SD; second ratoon intensity, CSI and GGA; and family as a numerical variable. This model had an R2 of 0.88 for predicting the second ratoon yield. The TGI, CSI, and GGA indices were important to most models, and they can be related to specific traits of the plant. The GGA index is related to the proportion of green pixels in the image without the yellow (which correspond to senescing leaves). The CSI is also correlated with crop senescence and indicates that a high proportion of green leaves that are not senescing are related to high biomass or cane weight. The TGI is only affected by chlorophyll content, which indicates that chlorophyll content affects cane weight. As the spectral indices measure many different spectral and physiological traits, and have higher heritability, they were able to predict the second ratoon plot weight yield better than the plant cane plot weight, a trait that also had very low heritability in comparison to other plant cane traits.
The R2 of 0.88 indicates that an accurate selection for cane yield could be made from using spectral variables without the need to collect plot weights. Our results indicate that spectral indices more accurately predicted the second ratoon family yield than the plant cane weighed plots and could predict better ratooning families. Therefore, the spectral indices we identified could save resources by reducing the number of years required to predict second-ratoon cane yields and to predict families with high ratoon cane yields. Since remote sensing imagery is non-destructive, it could save the time and labor of harvesting the field and could be performed immediately before selection.

4. Conclusions

Currently, family selection based on plant cane weighed plot data is not accurate for selecting second ratoon family cane yield. Resource limitations also prevent the collection of additional data that could potentially increase the overall accuracy of this method. In this study we utilized a UAV to collect RGB imagery from breeding plots to determine if it could be used to reduce resources and improve our selection accuracy in sugarcane family selection. Several spectral variables correlated to seedling cane weight and varied by ratoon, with some important ones being hue, saturation, intensity, GGA, CSI, and the standard deviations for TGI and NGRDI. The color indices of the CIELab color space model calculated from RGB remote sensing imagery improved the accuracy in the prediction of second ratoon seedling family plot weights. These results indicate that the efficiency and accuracy of sugarcane family selection could be increased by incorporating remote imagery acquired with a UAV. Future studies will be conducted to see if seedling specific traits, such as stalk diameter and height and subjective ratings, correlate with aerial spectral indices.

Author Contributions

Conceptualization, J.T.; methodology, R.J. and J.T.; software, J.T.; validation, J.T.; formal analysis, J.T.; investigation, J.T.; resources, R.J. and J.T.; data curation, J.T. and R.J.; writing—original draft preparation, J.T.; writing—review and editing, R.J.; visualization, J.T.; supervision, J.T. and R.J.; project administration, R.J.; funding acquisition, R.J. and J.T. All authors have read and agreed to the published version of the manuscript. Please turn to the CRediT taxonomy for the term explanation. Authorship must be limited to those who have contributed substantially to the work reported.

Funding

This research received no external funding.

Acknowledgments

We would like to acknowledge the contributions of Katie Richard, Michael Duet, Edwis Dufrene, and David Verdun.

Conflicts of Interest

The authors declare no conflict of interest.

References

  1. Salassi, M.E.; Deliberto, M.A.; Legendre, B.L. Economic importance of Louisiana sugarcane production in 2008. World 2010, 1, 154. [Google Scholar]
  2. Kimbeng, C.A.; Cox, M.C. Early generation selection of sugarcane families and clones in Australia: A review. J. Am. Soc. Sugar Cane Technol. 2003, 23, 21–39. [Google Scholar]
  3. Hogarth, D.M.; Braithwaite, M.J.; Skinner, J.C. Selection of sugarcane families in the Burdekin district. Proc. Conf. Aust. Soc. Sugar Cane Technol. 1990, 12, 99–104. [Google Scholar]
  4. Jackson, P.A.; Bull, J.K.; McRae, T.A. The role of family selection in sugarcane breeding programs and the effect of genotype × environment interactions. Proc. Int. Soc. Sugar Cane Technol. 1995, 22, 261–269. [Google Scholar]
  5. Jackson, P.; McRae, T.; Hogarth, M. Selection of sugarcane families across variable environments II. Patterns of response and association with environmental factors. Field Crops Res. 1995, 43, 119–130. [Google Scholar] [CrossRef]
  6. Cox, M.C.; Stringer, J.K. Efficacy of early generation selection in a sugarcane improvement program. Proc. Conf. Aust. Soc. Sugar Cane Technol. 1998, 20, 148–153. [Google Scholar]
  7. Kimbeng, C.A.; McRae, T.A.; Stringer, J.K. Gains from family and visual selection in sugarcane, particularly for heavily lodged crops in the Burdekin region. Proc. Aust. Soc. Sugarcane Technol. 2000, 22, 163–169. [Google Scholar]
  8. Milligan, S.B.; Legendre, B.L. Development of a practical method for sugarcane cross appraisal. J. Am. Soc. Sugar Cane Technol. 1990, 11, 59–68. [Google Scholar]
  9. Chang, Y.S.; Milligan, S.B. Estimating the potential of sugarcane families to produce elite genotypes using bivariate methods. Theor. Appl. Genet. 1992, 84, 633–639. [Google Scholar] [CrossRef]
  10. Chang, Y.S.; Milligan, S.B. Estimating the potential of sugarcane families to produce elite genotypes using univariate cross prediction methods. Theor. Appl. Genet. 1992, 84, 662–671. [Google Scholar] [CrossRef]
  11. Tai, P.Y.P.; Shine, J.M.; Miller, J.D.; Edme, S.J. Estimating the family performance of sugarcane crosses using small progeny test. J. Am. Soc. Sugar Cane Technol. 2003, 2003 23, 61–70. [Google Scholar]
  12. Rudorff, B.F.T.; Batista, G.T. Yield estimation of sugarcane based on agrometeorological-spectral models. Remote Sens. Environ. 1990, 33, 183–192. [Google Scholar] [CrossRef]
  13. Almeida, T.I.R.; de Souza Filho, C.R.; Rossetto, R. ASTER and Landsat ETM + images applied to sugarcane yield forecast. Int. J. Remote Sens. 2006, 27, 4057–4069. [Google Scholar] [CrossRef]
  14. Abdel-Rahman, E.M.; Ahmed, F.B. The application of remote sensing techniques to sugarcane (Saccharum spp. hybrid) production: A review of the literature. Int. J. Remote Sens. 2008, 29, 3753–3767. [Google Scholar] [CrossRef]
  15. Johnson, R.M.; Viator, R.P.; Richard, E.P., Jr. Estimation of sugarcane sucrose and biomass with remote sensing techniques (abstract). J. Am. Soc. Sugar Cane Technol. 2007, 27, 68. [Google Scholar]
  16. Pinheiro Lisboa, I.; Melo Damian, J.; Roberto Cherubin, M.; Silva Barros, P.P.; Ricardo Fiorio, P.; Cerri, C.C.; Eduardo Pellegrino Cerri, C. Prediction of sugarcane yield based on NDVI and concentration of leaf-tissue nutrients in fields managed with straw removal. Agronomy 2018, 8, 196. [Google Scholar] [CrossRef] [Green Version]
  17. Araus, J.L.; Cairns, J.E. Field high-throughput phenotyping: The new crop breeding frontier. Trends Plant Sci. 2014, 19, 52–61. [Google Scholar] [CrossRef] [PubMed]
  18. Natarajan, S.; Basnayake, J.; Wei, X.; Lakshmanan, P. High-throughput phenotyping of indirect traits for early-stage selection in sugarcane breeding. Remote Sens. 2019, 11, 2952. [Google Scholar] [CrossRef] [Green Version]
  19. Gracia-Romero, A.; Vergara-Díaz, O.; Thierfelder, C.; Cairns, J.E.; Kefauver, S.C.; Araus, J.L. Phenotyping conservation agriculture management effects on ground and aerial remote sensing assessments of maize hybrids performance in Zimbabwe. Remote Sens. 2018, 10, 349. [Google Scholar] [CrossRef] [Green Version]
  20. Fiorani, F.; Schurr, U. Future scenarios for plant phenotyping. Annu. Rev. Plant Biol. 2013, 64, 267–291. [Google Scholar] [CrossRef] [Green Version]
  21. Buchaillot, M.; Gracia-Romero, A.; Zaman-Allah, M.A.; Tarekegne, A.; Prasanna, B.M.; Cairns, J.E.; Araus, J.L.; Kefauver, S.C. Evaluating the performance of different commercial and pre-commercial maize varieties under low nitrogen conditions using affordable phenotyping tools. Proceedings 2018, 2, 366. [Google Scholar] [CrossRef] [Green Version]
  22. Kefauver, S.C.; El-Haddad, G.; Vergara-Diaz, O.; Araus, J.L. RGB Picture vegetation indexes for high-throughput phenotyping platforms (HTPPs). In Remote Sensing for Agriculture, Ecosystems, and Hydrology, XVII; International Society for Optics and Photonics: Bellingham, WA, USA, 2015; Volume 9637, p. 96370J. [Google Scholar]
  23. Casadesús, J.; Kaya, Y.; Bort, J.; Nachit, M.M.; Araus, J.L.; Amor, S.; Ferrazzano, G.; Maalouf, F.; Maccaferri, M.; Martos, V.; et al. Using vegetation indices derived from conventional digital cameras as selection criteria for wheat breeding in water-limited environments. Ann. Appl. Biol. 2007, 150, 227–236. [Google Scholar] [CrossRef]
  24. Vergara-Diaz, O.; Kefauver, S.C.; Elazab, A.; Nieto-Taladriz, M.T.; Araus, J.L. Grain yield losses in yellow-rusted durum wheat estimated using digital and conventional parameters under field conditions. Crop J. 2015, 3, 200–210. [Google Scholar] [CrossRef] [Green Version]
  25. Zhou, B.; Elazab, A.; Bort, J.; Vergara, O.; Serret, M.D.; Araus, J.L. Low-cost assessment of wheat resistance to yellow rust through conventional RGB images. Comput. Electron. Agric. 2015, 116, 20–29. [Google Scholar] [CrossRef]
  26. Tew, T.L.; White, W.H.; Legendre, B.L.; Grisham, M.P.; Dufrene, E.O.; Garrison, D.D.; Veremis, J.C.; Pan, Y.-B.; Richard, E.P., Jr.; Miller, J.D. Registration of ‘HoCP 96-540’ sugarcane. Crop Sci. 2005, 45, 785–786. [Google Scholar] [CrossRef] [Green Version]
  27. Bischoff, K.P.; Gravois, K.A. The development of new sugarcane varieties at the LSU AgCenter. J. Am. Soc. Sugar Cane Technol. 2004, 24, 142–164. [Google Scholar]
  28. Gravois, K. Sugarcane Production Handbook; Pub. 2859; Louisiana State University AgCenter: Baton Rouge, LA, USA, 2014. [Google Scholar]
  29. Johnson, R.M.; Richard, E.P., Jr. Variability in sugar yield, sugar quality and soil properties in Louisiana sugarcane production systems. Agron. J. 2005, 97, 760–771. [Google Scholar] [CrossRef] [Green Version]
  30. SAS Institute. Base SAS 9.4 Procedures Guide; SAS Institute: Cary, NC, USA, 2015. [Google Scholar]
  31. Casadesús, J.; Villegas, D. Conventional digital cameras as a tool for assessing leaf area index and biomass for cereal breeding. J. Integr. Plant Biol. 2014, 56, 7–14. [Google Scholar] [CrossRef] [PubMed]
  32. Pointer, M.R. A comparison of the CIE 1976 colour spaces. Color Res. Appl. 1981, 6, 108–118. [Google Scholar] [CrossRef]
  33. Gitelson, A.A.; Kaufman, Y.J.; Stark, R.; Rundquist, D. Novel algorithms for remote estimation of vegetation fraction. Remote Sens. Environ. 2002, 80, 76–87. [Google Scholar] [CrossRef] [Green Version]
  34. Hunt, E.R., Jr.; Daughtry, C.S.; Eitel, J.U.; Long, D.S. Remote sensing leaf chlorophyll content using a visible band index. Agron. J. 2011, 10, 1090–1099. [Google Scholar] [CrossRef] [Green Version]
  35. Sharma, G.; Rodríguez-Pardo, C.E. The dark side of CIELAB. In Color Imaging XVII: Displaying, Processing, Hardcopy, and Applications; International Society for Optics and Photonics: Bellingham, WA, USA, 2012; Volume 8292, p. 82920. [Google Scholar]
  36. Kylander, O.S.; Kylander, K. Gimp the Official Handbook with Cdrom; Coriolis Value: Scottsdale, AZ, USA, 1999. [Google Scholar]
  37. Schneider, C.A.; Rasband, W.S.; Eliceiri, K.W. NIH Image to ImageJ: 25 years of image analysis. Nat. Methods 2012, 9, 671–675. [Google Scholar] [CrossRef]
  38. Vargas, M.; Combs, E.; Alvarado, G.; Atlin, G.; Mathews, K.; Crossa, J. META: A Suite of SAS Programs to Analyze Multienvironment Breeding Trials. Agron. J. 2013, 105, 11–19. [Google Scholar] [CrossRef] [Green Version]
  39. Wray, N.; Visscher, P. Estimating trait heritability. Nat. Educ. 2008, 1, 29. [Google Scholar]
  40. Hammer, Ø.; Harper, D.A.; Ryan, P.D. PAST: Paleontological statistics software package for education and data analysis. Palaeontol. Electron. 2001, 4, 9. [Google Scholar]
  41. Milligan, S.B.; Martin, F.A.; Gravois, K.A. Inheritance of sugarcane ratooning ability and the relationship of younger crop traits to older crop traits. Crop Sci. 1996, 36, 45–60. [Google Scholar] [CrossRef]
  42. Todd, J.R.; White, W.H.; Dufrene, E.O.; Tew, T.L.; Pan, Y.-B.; Duet, M.J.; Verdun, D.L.; Hale, A.L.; Dalley, C.D.; Grisham, M.P.; et al. Registration of ‘HoCP 04-838’ sugarcane. J. Plant Regist. 2018, 12, 324–332. [Google Scholar] [CrossRef]
  43. Skinner, J.C. Efficiency of bunch-planted and single-planted seedlings for selecting superior families in sugarcane. Euphytica 1982, 31, 523–537. [Google Scholar] [CrossRef]
  44. Kefauver, S.C.; Vicente, R.; Vergara-Díaz, O.; Fernandez-Gallego, J.A.; Kerfal, S.; Lopez, A.; Melichar, J.P.; Serret Molins, M.D.; Araus, J.L. Comparative UAV and field phenotyping to assess yield and nitrogen use efficiency in hybrid and conventional barley. Front. Plant Sci. 2017, 8, 1733. [Google Scholar] [CrossRef]
Figure 1. Satellite image of Louisiana with drone image of sugarcane seedling test plots taken near Houma, Louisiana USA in plant cane 2016, expanded.
Figure 1. Satellite image of Louisiana with drone image of sugarcane seedling test plots taken near Houma, Louisiana USA in plant cane 2016, expanded.
Agronomy 11 01273 g001
Table 1. Comparison of least square means of sugarcane seedlings cane plot weight.
Table 1. Comparison of least square means of sugarcane seedlings cane plot weight.
Plant CaneSecond Ratoon
FamilyFemaleMalePlot Yield kgsd err Group Plot Yield kgsd errGroup
CPX14-0705HoCP04-852Ho12-63091.8510.37A174.6314.16A
CPX14-0732HoCP04-838HoCP04-85287.6910.37AB147.0414.16ABCD
CPX15-0167HoCP13-756L09-09986.5610.37AB134.5714.16BCDE
CP14-1066Ho09-832HoCP01-51785.0510.37AB182.6215.50A
HoCP96-540 LCP6-454LCP85-38483.1610.37ABC145.9114.16ABCD
CP14-0385L08-090HoCP04-83876.7310.37ABC154.2214.16ABCD
CPX14-0646HoCP12-641L11-17276.3510.37ABC88.8314.16FG
CPX14-0759HoCP12-641HoCP96-54075.6010.37ABC122.0914.16DEF
CP14-0386L09-112HoCP04-83873.7110.37ABC147.0414.16ABCD
CPX14-0677HoCP11-539HoCP09-85772.2010.37ABC153.8414.16ABCD
CPX14-1024HoCP01-517HoCP96-54070.6810.37ABC152.3314.16ABCD
CPX14-0699HoCP12-676Ho12-63068.8010.37ABC98.6614.16EFG
CPX14-1172Ho09-832HoCP05-91868.4210.37ABC153.0914.16ABCD
CPX14-1229HoCP09-857Ho11-51268.0410.37ABC175.0114.16A
CPX14-0727HoCP01-517HoCP04-85266.9010.37ABC166.3214.16ABC
CP14-0332Ho11-512Ho11-52965.0110.37ABC98.2814.16EFG
CPX14-0724HoCP12-647HoCP04-85263.5010.37ABC169.3414.16AB
CP14-0341L12-201Ho10-93762.7510.37BCD72.5714.16G
CPX14-1052HoCP01-517Ho09-82461.9910.37BCD165.1814.16ABC
CPX14-1028HoCP11-548HoCP96-54060.1010.37BCD130.7814.16BCDE
CPX14-1234HoCP 12-643Ho11-51259.3410.37BCD127.7614.16CDEF
CPX15-0105HoCP09-804HoCP04-85255.5710.37CD164.8014.16ABC
CPX14-0794HoCP11-537Ho12-63055.5710.37CD131.5414.16BCDE
CP14-0334L12-201Ho11-52934.0210.37D89.9614.16FG
Standard error, Letters represent least significant difference at level 0.05 within columns Released cultivar HoCP 96-540 used as control.
Table 2. Statistical significance of fixed effects for sugarcane seedling plot cane yield measured in plant cane and second ratoon.
Table 2. Statistical significance of fixed effects for sugarcane seedling plot cane yield measured in plant cane and second ratoon.
EffectNumerator DFDenominator DFF ValuePr > F
Crop year1236380.66<0.0001
Family232364.47<0.0001
Family × Crop232362.68<0.0001
Table 3. Phenotypic correlations of spectra traits and plot weight between years.
Table 3. Phenotypic correlations of spectra traits and plot weight between years.
TraitPC-1RPC-2R1R-2R
Plot weight-0.36-
Intensity0.630.190.70
Hue0.410.740.38
Saturation−0.23−0.330.20
Lightness0.710.310.65
a*0.340.35−0.01
b*0.730.530.41
u*0.090.39−0.29
v*0.750.540.49
GA0.050.28−0.06
GGA−0.310.28−0.35
CSI0.200.460.08
NGRDI0.180.130.44
NGRDI SD0.490.320.29
TGI0.620.390.32
TGI SD0.190.36−0.02
Plot weight, measurement of cane weight (kg); Intensity, CIELab color component; Hue, CIELab color component; Saturation, CIELab color component; Lightness, CIELab color component; a*, CIELab color component; b*, CIELab color component; u*, CIELab color component; v*, CIELab color component; GA, Green Area; GGA, Greener Area; CSI, Crop Senescence Index; NGRDI, Normalized Green–Red Difference Index; NGRDI SD, NGRDI standard deviation; TGI, Triangular Greenness Index; TGI SD, TGI standard deviation.
Table 4. Correlations (Pearson) of remote sensing RGB CIELab indices to sugarcane family plot cane weight.
Table 4. Correlations (Pearson) of remote sensing RGB CIELab indices to sugarcane family plot cane weight.
CropPlant Cane WeightSignificanceSecond Ratoon WeightSignificance
Second Ratoon weight-0.360.09--
a*PC−0.320.12−0.520.01
1R−0.110.61−0.040.86
2R−0.070.75−0.620.00
b*PC−0.250.240.230.28
1R0.110.620.390.06
2R−0.340.110.320.13
u*PC−0.540.01−0.470.02
1R−0.080.710.270.20
2R−0.360.08−0.75<0.001
v*PC−0.200.340.270.21
1R0.140.500.400.05
2R−0.140.510.520.01
lightnessPC−0.160.450.210.31
1R0.230.290.440.03
2R0.320.130.77<0.001
intensityPC−0.180.390.160.46
1R0.250.240.460.02
2R0.400.050.77<0.001
HuePC0.540.010.150.49
1R−0.050.83−0.550.01
2R0.630.000.050.82
GAPC0.220.300.440.03
1R−0.200.35−0.270.21
2R−0.030.900.440.03
GGAPC0.350.100.480.02
1R−0.110.62−0.530.01
2R0.180.390.350.10
CSIPC−0.620.00−0.360.08
1R0.100.650.530.01
2R−0.400.05−0.040.86
NGDRIPC0.520.0090.380.07
1R−0.190.37−0.550.005
2R−0.060.77−0.280.19
NGRDI SDPC0.180.40−0.190.36
1R−0.160.44−0.440.03
2R0.030.88−0.010.97
TGIPC0.050.800.390.06
1R0.110.610.300.16
2R−0.200.360.440.03
TGI SDPC−0.360.09−0.330.12
1R−0.300.160.280.19
2R−0.580.0030.340.10
SaturationPC0.240.270.200.36
1R−0.030.880.300.15
2R−0.650.00−0.240.25
Plant cane (PC) and Second Ratoon (2R) year harvested Plot weight, measurement of cane weight (kg); a*, CIELab color component; b*, CIELab color component; u*, CIELab color component; v*, CIELab color component; Lightness, CIELab color component; Intensity, CIELab color component; Hue, CIELab color component; GA, Green Area; GGA, Greener Area; CSI, Crop Senescence Index; NGRDI, Normalized Green–Red Difference Index; NGRDI SD, NGRDI standard deviation; TGI, Triangular Greenness Index; TGI SD, TGI standard deviation; Saturation, CIELab color component.
Table 5. Heritabilities by year of plot weights and CIELab indices derived from RGB remote sensing images.
Table 5. Heritabilities by year of plot weights and CIELab indices derived from RGB remote sensing images.
TraitPlant Cane1st Ratoon2nd Ratoon
weight0.20NA0.65
Intensity0.420.050.75
Hue0.430.310.78
Saturation0.540.440.83
Lightness0.410.080.74
a*0.600.070.73
b*0.530.260.73
u*0.620.070.75
v*0.500.190.72
GA0.660.190.42
GGA0.670.330.27
CSI0.560.340.18
NGRDI0.630.340.35
NGRDI SD0.490.370.35
TGI0.520.210.73
TGI SD0.410.090.33
Plot weight, measurement of cane weight (kg); Intensity, CIELab color component; Hue, CIELab color component; Saturation, CIELab color component; Lightness, CIELab color component; a*, CIELab color component; b*, CIELab color component; u*, CIELab color component; v*, CIELab color component; GA, Green Area; GGA, Greener Area; CSI, Crop Senescence Index; NGRDI, Normalized Green–Red Difference Index; NGRDI SD, NGRDI standard deviation; TGI, Triangular Greenness Index; TGI SD, TGI standard deviation.
Table 6. Factors used in multiple linear regression with the statistics of different multiple regression models with second ratoon plot weight as a response variable.
Table 6. Factors used in multiple linear regression with the statistics of different multiple regression models with second ratoon plot weight as a response variable.
CropsModelF ValuePr > FR-SquareAdj R-Sq
Plant caneFamily, PC: Hue, Lightness, b* 4.020.020.460.34
First RatoonFamily, 1R: Hue, TGI SD9.050.00050.580.51
Second RatoonFamily, 2R: Intensity, CSI, Saturation, GGA 16.75<0.00010820.77
PC, 1RPC: Hue, NGRDI SD, b*; 1R: Hue, TGI SD12.27<0.00010.770.71
PC, 1R, 2RFamily, PC: Hue; 1R: TGI SD; 2R GGA, CSI, Intensity21.38<0.00010.880.84
Family, progeny of a particular sugarcane cross; Intensity, CIELab color component; Hue, CIELab color component; Lightness, CIELab color component; b*, GGA, Greener Area Index; CSI, Crop Senescence Index; NGRDI, Normalized Green–Red Difference Index; NGRDI SD, NGRDI standard deviation; TGI SD, Triangular Greenness Index standard deviation.
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Todd, J.; Johnson, R. Prediction of Ratoon Sugarcane Family Yield and Selection Using Remote Imagery. Agronomy 2021, 11, 1273. https://doi.org/10.3390/agronomy11071273

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Todd J, Johnson R. Prediction of Ratoon Sugarcane Family Yield and Selection Using Remote Imagery. Agronomy. 2021; 11(7):1273. https://doi.org/10.3390/agronomy11071273

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Todd, James, and Richard Johnson. 2021. "Prediction of Ratoon Sugarcane Family Yield and Selection Using Remote Imagery" Agronomy 11, no. 7: 1273. https://doi.org/10.3390/agronomy11071273

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