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THE WISCONSIN INTEGRATED CROPPING SYSTEMS TRIAL: I. CORN YIELDS AND YIELD VARIABILITY (1992-2002).

Josh Posner [1], Jon Baldock[1] and Janet Hedtcke[1]

INTRODUCTION AND OBJECTIVES

Southern Wisconsin and much of the upper Midwest was home to mixed grain and livestock production systems from the 1880’s to early 1960 (Dorner, 1986).  Since that time however, with the introduction of herbicides and chemical fertilizers, farms have tended to become primarily focused on either livestock or annual grain production systems.  At the same time that this trend in specialized rather than mixed farming has been taking place, there has been increased scrutiny of farms as sources of non-point pollution.  In 1990, in response to growing public concern about the environmental impact of this changing agricultural model, a large scale (25 ha), long-term study entitled the Wisconsin Integrated Cropping Systems Trial (WICST) was initiated at two locations in southern Wisconsin.  The purpose of the project was to compare alternative grain and forage-based systems using three performance criteria: 1) productivity; 2) profitability; and, 3) environmental impact.

The systems were designed to test the agroecological hypothesis that with increased biological complexity, agricultural systems could be maintained highly productive but with less reliance on external inputs (Altieri, 1985; Harwood, 1985).  As a result, WICST is a nested factorial with two enterprise types (annual grain production or forage-based livestock production) and within each, three production strategies: a) low crop diversity with high inputs; b) medium crop diversity and medium inputs; and, c) high crop diversity and low inputs (see Figure 1).  To adequately test this cropping diversity hypothesis, it was not possible to either; 1) fix cropping sequence and only vary input levels (an input management trial); nor, 2) fix input levels and only vary cropping sequence (a crop rotation trial).  In this study, production management strategies are being compared, so the two factors, sequence and input level, are fixed simultaneously to represent realistic cropping systems.  This confounding of crop rotation and input level is both the strength and weakness of the WICST project.  It makes it difficult to identify the exact factor causing variability between treatments, yet it is the only way to compare production strategies.

The purpose of this, and subsequent articles are to summarize the findings of the first 12 years of research (1990-2001) on the WICST plots.  To manage the trial, a team consisting of farmers, technical service providers, extension agents, the two farm managers and researchers from the Michael Fields Agricultural Institute and University of Wisconsin College of Agriculture and Life Sciences was formed.  A description of how the team was formed is available in earlier publications (Posner et. al, 1992, Stevenson et al. 1994).

 An obvious initial criterion in comparing production systems is crop productivity.  Three fundamental research questions were asked:

Question #1.  Do the low input, biologically diverse production systems have lower yields than the high input production systems?

Question #2. Do the low input, biologically diverse systems have greater annual yield variability than the high input systems? And

Question #3. If the low input, biologically diverse systems do have lower yields, do they gradually increase in productivity over time, approaching that of the high input systems.

At the time this work was started, most of the literature suggested that organic systems would be less productive than the higher input systems (Berardi, 1978; Crosson and Ostrov, 1990; Helmers et al., 1986; Klepper et al, 1977).  For example, a survey conducted in Ohio in 1990 indicted that the certified organic field crop producers (n=19) had yields equivalent to 72% for corn, 80% for soybeans, 70% for wheat and 68% for hay of their conventional farming counterparts in the Ohio Farm Household Longitudinal Survey (n=960) (Batte et al, 1993).  However, some studies were available indicating that organic yields were nearly equivalent to conventional yields (Lockeretz et al. 1978; Lockeretz et al., 1981; Cacek and Langner, 1986).  The former argument, by the mid-90’s, was being used by some (Avery and Avery, 1996) to argue that the agricultural research focus must be kept on high input agriculture, as shifting to organic agriculture would result in massive food shortfalls in the future.

There was less information available about the impact of cropping system on yield stability.  It had been reported, however, that organic systems did not show increased variability in net returns (Helmers et al., 1986).  Nevertheless, discussions with growers indicated that they were particularly concerned about the potential for increased weed pressure and reduced nutrient availability in the low input or organic systems, resulting in economic losses in some years.  And, there was a general consensus that shifting to organic systems would require a period of transition before yields would rise.  Initial analyses on the Rodale Conversion Trial (1981-1985) indicated that corn yields were only 75% of conventional yields during the first four years of the study (Liebhardt et al., 1989).  Duffy and colleagues (1989) did an economic study of the alternative “starting points” of the organic rotation and concluded that these systems needed to start with low input crops (small grains) or nitrogen fixing crops (legumes).

The objective of this report is to compare the yields, variability of yields, and yield time trends of the cropping systems in the WICST.  The last objective is particularly important in view of the expectation that cropping systems, especially those with low external inputs, have a period of transition before reaching more stable output levels (Cady, 1991; Liebhart et al., 1989; Dabbert and Madden, 1986).  Also, it would be counterproductive to calculate and discuss simple means of crop yields averaged over time if time trends existed showing increasing or decreasing yields.  As a final note, crop yield is clearly not the only factor to consider in designing sustainable cropping systems, but it is among the key items and other reports will examine additional important factors.

MATERIALS AND METHODS

Cropping System Trials and Terminology

By “cropping system” we mean the combination of a crop rotation and a management philosophy.  This is a slightly more general definition than the one implied, but not stated, in Cady (1991) that a cropping system is the combination of a crop rotation and a set of specific management practices.  Substitution of a management philosophy for specific practices allows the flexibility to keep up with rapidly changing technologies such as changes in varieties, weed control, and row spacings.  We used a panel of farmers and researchers to guide such changes and ensure that they were consistent with the overall philosophy of each system (Posner et al., 1992; Posner, Casler and Baldock. 1995).  Cropping system trials such as these may be viewed as fractions of the full factorial combinations of crop rotations by treatments discussed in Patterson (1965) and Cady (1991).  By choosing only the treatment combinations that are appropriate for each crop rotation, every cropping system is compared near its optimal level and problem of impractically large full factorials that Cady (1991) warned of are avoided.  This flexibility and efficient size of cropping systems trials comes at a price however; that is, the ability to identify specific causes of differences among systems is mostly lost.  Definitions of the terms: crop rotation, crop sequence, phase, cycle, and test crop; are consistent with those originated by Cochran (1939) and Yates (1949 and 1954).  Cady (1991) provides a more recent statement of them. 

Experimental Design and Establishment

The WICST study consists of six cropping systems, replicated four times, at two sites in southern Wisconsin (Fig. 1a).  The cropping systems include three cash grain systems and three forage systems and within each group the crop rotation ranges from a monocrop to a more diverse crop mixture and the external inputs from high to low (Table 1 and Fig. 1).  Although CS5 is nominally a medium external input system, it is a low external input system relative to most conventional systems. Rainfall and growing degree-day units are reported on Table 2 for the Arlington site and Table 3 for the Lakeland site. 

The trials were established in 1989 with each site (25 ha) planted to corn to improve the uniformity and allow baseline measurements to be taken.  In addition, this homogeneity year was used to identify an adequate sampling procedure for baseline variables and to block the trial.  Based on the 1989 corn yield map, the trials were laid out with four blocks and 14 plots (each about 0.3 ha), representing the 14 total phases in the six systems.  Three-meter grass strips separated plots.  Due to the size of the plots, all fieldwork was done with field size equipment requiring that 17 m alleyways separate the blocks.

Except during the staggered start, which was completed in 1993 (Posner, Casler, Baldock, 1995), every phase was present every year for all the crop rotations, thus meeting a core requirement of a crop rotation trial (Cady, 1991).  The staggered start was used to replicate each phase of the crop rotations in time, thus providing a more powerful analysis of time trends by cycle than could be accomplished with an even start of all possible crop sequences for a crop rotation.  Posner et al. (1992) and Posner, Casler, and Baldock (1995) provide additional details on the design and conduct of the WISCT.

Sites

South central and southeastern Wisconsin primarily lie in Major Land Resource area 95B (Fig. 1a).  (U.S. Dept. of Agric., 1981).  Soils within this land unit are primarily prairie-derived soils and vary along two gradients, the depth of silt loam loess cap over glacial till, and internal soil drainage.  One site is the somewhat poorly drained Lakeland Agricultural Complex (LAC), on the Walworth County Farm, and the other is a well-drained site at the University of Wisconsin Arlington Research Station (ARS).  Both sites had been in a primarily dairy rotation of corn and alfalfa with manure for the 20 years prior to establishing the trial.  As a result, both sites had high organic matter levels (42-44g/kg), soil pH levels around 6.8, and high soil test phosphorus (160 mg/kg Bray I) and soil test potassium (220 mg/kg exchangeable K) values.  Approximately 70 miles separate the two sites.  A summary of the weather characteristics over the period of the study is presented in Tables 2 and 3.

Statistical Analyses

Crop rotations, and thus cropping systems, may have direct, residual, and cumulative effects on soils that are generally measured in terms of crop yield (Cady, 1991).  Some have regarded these trends as a measure of sustainability (Singh and Jones, 2002), but we prefer to regard them simply as a measure of productivity, which is only one part of sustainability.  In either case, the existence of time trends should be investigated first, because if such trends exist, then they render discussion of means over extended time periods less consequential, especially if the trends are not the same across cropping systems. 

Cady (1991) describes four methods for determining the existence of time trends: 1) univariate split-plot analyses where the subplot is time, 2) multivariate repeated measures analyses, 3) analyzing estimated polynomials coefficients for each plot, and 4) modeling approaches such as using the Mitscherlich equation.  He also notes the need to quantify the correlation between errors in measurements necessarily made on the same plots over time.  Recent advances in statistical theory and software in the form of Restricted Maximum Likelihood (REML) models with multiple options for the covariance structure of the error matrix provide a way to handle both tasks (Singh and Jones, 2002).  We used these new methods as implemented in the Statistical Analysis System Proc Mixed first to determine how best to describe the possible correlation and heterogeneity of errors as described in Wolfinger (1996).  Then we tested the existence of time trends (where cycle was the unit of time) using the sequence of models outlined in the analysis of covariance chapter in Little et al. (1996).  Initial runs estimate the block and block by cycle interactions to be zero or very close to zero when plots were used as the subjects.  Thus, the effect involving blocks were not included in the analyses for time trends.

RESULTS AND DISCUSSION

Corn Yields

The yields reported in Table 4 were calculated considering all effects (year, system and blocks) as fixed effects.  As a consequence, these results are descriptive and only apply to the research sites and the years reported on (1992-2002).  The analysis indicates that corn yields were generally 30 to 40 bu/a higher at Arlington than Lakeland.  The most likely reason for this large difference is that there were a number of wet and/or cold springs (’92,93, ‘96) during the trial, and grain yields were low at the more poorly drained Lakeland site (see Table 3 and Table 4). 

To address the question of relative yields of the low and high input systems (Question #1), a series of linear contrasts were made.  The linear contrast comparing the organic, cash grain system (CS3) to the higher input cash grain systems (CS1 and CS2) showed a significant advantage of 19 bu/a at Arlington (P<0.01) and an advantage of 12 bu/a at Lakeland (P<0.01).  In the forage systems, the benefit for high inputs (CS4) over organic inputs (CS5) was 19 bu/a at Arlington (P<0.01), while at Lakeland it was 25 bu/a (P<0.01).

Corn Yield Variability Over Years

At the outset of the trials it was anticipated that the low external input systems might show greater variability than the higher input systems (Question #2).  There are several possible measures of the yield variability.  The Mean Square Error from standard ANOVAs would estimate the plot-to-plot variability, which would correspond to field-to-field variation.  While the disparity between fields may be of some interest, most farmers would be more concerned about the variation in total yields from year-to-year.  One measure of the latter is the standard error of the mean calculated in a PROC MIXED analysis of the model

Yieldij = m + yeari + eij

When the above is used with years as a random factor, the standard error, or variance, of the overall mean is a measure of the variability predicted for yields in any year (not just those included in the study).  Table 5 gives the variances of the mean yields for each system at ARS and LAC.  There is some hint of greater variation with the low input system, CS3, at ARS; however, the difference is too small to be statistically significant at either site with Bartlett’s test on equal variances (P=0.8 at ARS and P=1.0 at LAC).  Thus, there the data from the WICST trials do not support the contention that the low input systems are more variable in corn grain yield than the higher input systems.

Corn Yield Trends (Question #3)

Arlington site.  Figure 2 shows the mean corn yields for CS1 and CS2 for 6 cycles.  Initially CS2 yields were greater than those in CS1, however in the last two cycles, CS1 out performed CS2.  This difference led to significantly different slopes when linear regression models were fit to the two cropping systems.  But the quadratic model also fit the data and in that model there was no significant difference between the two systems.  The slight decrease in yields for Cycles 2 and 3 were largely due to the cold, wet weather in May and June 1992 and 1993 (Tables 2a, 2b).  CS1 yields substantially increased with better weather in the later cycles.  On the other hand, CS2 corn yields showed only a small increase in the last two cycles.  This lack of response may have been due to the switch to a fully no till system in 1994.  Differentiating the quadratic model provides an equation to estimate the slope, that is the change in yields with time.  Using this equation the slope over the last three cycles (Cycles 4-6) averaged 6.0 bu/a/yr.  Additional cycles should determine if the two systems really do yield similarly in the long run or if CS1 corn yield will continue to improve relative to those in CS2.

Figure 3 illustrates the mean corn yields for CS1 and CS3 for 4 cycles.  Although the data look as if the quadratic model would provide a good fit as it did for CS1 and CS2, none of the terms in the quadratic model were statistically different from zero.  Also, the linear slope term for CS3 was not statistically significant.  That leaves the overall CS3 mean, 146 bu/a, as the best estimate of the corn yields in this system.  Regrouping the CS1 data as if it had 3 phases had little effect on the estimate of increasing yields.  The estimate of a 23.7 bushel/acres increase per cycle, which translates into a 7.9 bushel/acre increase per year is very close to that calculated for CS1 above.  As a result of the increasing corn yields for CS1 and the flat yields for CS3 these data project an increasing advantage for CS1 over CS3.  Possible reasons for the flat CS3 productivity include insufficient N, low availability of soil P and K in cold springs, and weed competition. 

Support for these causes of the constant CS3 yields comes from the linearly increasing corn yields in the other three-phase rotation CS5 (Fig. 4).  Alfalfa preceding the corn provided substantially larger N credit in CS5 than did the red clover cover crop in CS3.  Also the applications of manure in CS5 provided N, P, and K not added in CS3.  Finally, the repeated cuttings of the alfalfa reduced the annual weed pressure in CS5.  These advantages led to a mean yield of 166 bu/a compared to the 144 for CS3 and an average increase of 11.1 bu/a per cycle (3.7 bu/a/year) versus none for CS3.  Nevertheless, the increase was not as large as in CS1 causing an interaction in which CS1 yielded less than CS5 initially, but more than CS5 by the end of the report period (Fig. 4).

A similar interaction occurred between CS1 and CS4 corn yields (Fig. 5).  The regression equations predict a 34-bu/a advantage for CS4 in Cycle 1.  However, the advantage is predicted to switch to CS1 by Cycle 5 despite the fact that both are high external input systems and CS4 has the benefit of being in a crop rotation with alfalfa.  It will be interesting to see if this crossover materializes as predicted.

Lakeland site.  Due to increased interest in organic rotation possibilities in SE Wisconsin changes were made in the two rotations in 2000.  As a result, the data can only be analyzed between 1992 and 1999.  In addition, due to the very wet spring in 1996 (Table 3a, 3b), corn was planted and replanted several times and did not produce an adequate stand until the June 25 planting.  When the corn grain yields for 1996 were omitted, CS1 and CS2 corn yields at Lakeland followed a pattern of increasing yields similar to that found at Arlington (Fig. 6).  Moreover, there was no significant difference between the slopes for separate linear regressions.  Thus, a common slope was estimated at 12.9 bu/a per cycle or 6.5 bu/a/year.  This value is very close to the 7.4 bu/a/year increase found at Arlington for these cropping systems.  The difference in intercepts of 8.3 bu/a was nearly significant.

The very low corn grain yields in 1996 caused an apparent decrease in productivity for CS1, CS3, and CS5 when the 3-phase systems were compared.  Also, the REML estimates from PROC MIXED were unstable for these systems, perhaps because there were only two cycles.  However, when the 1996 data was omitted and the least squares estimates from PROC GLM were used, there were no significant trends in productivity although CS3 and CS5 showed a small increase for Cycle 2 compared to Cycle 1 (Fig. 7).  The reasons for the lack of significant increases in productivity for CS3 are mostly likely the same as cited for Arlington, but it is unclear why CS1 and CS5 did not show the same increase in productivity at both locations.

CONCLUSIONS

We started this yield analysis with three questions: 1) do the low input, biologically diverse production systems have lower yields than the high input production systems; 2) do the low input, biologically diverse systems have greater annual yield variability than the high input systems; and 3) if the low input, biologically diverse systems do have lower yields, do they gradually increase in productivity over time, approaching that of the high input systems.   Our findings, initially only looking only at the corn phase in five of the rotations were not as we anticipated. 

  • Using a fixed effects model, we found that during the reporting period, the low input systems did result in lower average corn yields—between 10 and 20 bu/a less in the high input grain systems
  • The analysis of corn yields over the 12-year period indicates that the lower input systems do not have significantly higher yield variability than the high input systems.  Although there is a hint at Arlington that CS3 corn yields were the most variable, it was not significantly higher than in the other systems.  Variability in the more poorly drained Lakeland site was approximately twice that of the better-drained Arlington site.
  • Corn yields in both the continuous corn and no-till corn-soybean systems at Arlington showed an upward annual yield trend of 6.0 to 7.5 bu/a/year over Cycles 4-6 and at Lakeland an upward yield trend of 6.5 bu/a/yr over cycles 1-4.  The similarity of the yields and the yield trends was unexpected as we anticipated that with Best Management Practices, the corn yields in rotation with soybeans (CS2) would exceed those of continuous corn (CS1).
  • Corn yields in the organic system did not show an upward trend at either site, thus the overall means adequately characterize the CS3 yields over time (Arlington 146 bu/a; Lakeland 116 bu/a).  Again, this was unexpected as we anticipated that our learning how to manage corn organically and the gradual change is the soil flora and fauna would favor a gradual increase in organic corn yields.
  • Corn yields from the systems with manure and plow down alfalfa were generally the highest at both locations.  This was expected.  What was surprising at Arlington is that the rate of yield increase for continuous corn (CS1) was actually higher than with the organic forage rotation (CS5) and the high input forage rotation (CS4).  It will be interesting to see if the crossover in yields actually materializes in the future and continuous corn regularly out yields corn in the forage based rotations.

Fig. 1. Schematic diagram of the 6 cropping systems of WICST.

Fig 1a. Outline of major Land Resource Area 95B and the two sites of WICST.

Fig 2. Mean corn yield for CS1 and CS2 by cycle at Arlington.

Fig. 3. Mean corn yields for CS1 and CS3 by cycle at Arlington.

Fig. 4. Mean corn yields for CS1 and CS5 by cycle at Arlington.

Fig. 5. Mean corn yields for CS1 and CS4 by cycle at Arlington.

Fig. 6. Mean corn yields for CS1 and CS2 by cycle at Lakeland.

Fig. 7. Mean corn yields for CS1 and CS3 by cycle at Lakeland.


Table 1.  Details of cropping systems.

Cash grain systems:

CS1:  A monocropped corn (Zea mays) (C) sequence with high external inputs.  A 105-day RM corn hybrid was used.  Weeds were managed with interrow cultivation and herbicides.  Insecticides were annually applied to control corn rootworm (Diabrotica vigifera) populations.  In addition to starter fertilizer, nitrogen applications were based on Early Spring Nitrate Test results.  After corn harvest, the residues were chopped and incorporated by chisel plow in the fall.

CS2:  A two-phase soybean (Glycine max) (S) corn rotation denoted S-C with medium external inputs.  2.3 maturity class soybean varieties and 105-day RM corn hybrids were used.  This rotation was managed with no-till practices and weeds were controlled with herbicides.  In addition to starter fertilizer, nitrogen application to the corn phase was based on Pre-Sidedress Nitrate test and the soybeans were drilled.

CS3:  A three-phase rotation of soybean, winter wheat (Triticum aestivum) (W) with red clover (Trifolium pratense) cover crop, and corn denoted S-Wrc-C with low external inputs.  A 95-day RM corn hybrid, 1.9 maturity class soybean variety, and a winter hardy wheat variety were used.  This rotation was managed without chemicals, and the weeds during corn and soybean were controlled with rotary hoeing (2 to 4x) and mechanical cultivation (2x).  The fields were chisel plowed after the corn phase.  The corn and soybeans were planted on 76 cm rows and the winter wheat was drilled after the soybean harvest during the first two weeks of October.  The red clover was seeded the following winter while the ground was frozen.  The clover biomass was under cut in the fall, and incorporated prior to corn planting.

Forage-based management summary:

CS4:  A four-phase rotation of three years of alfalfa (Medicago sativa) (A) followed by corn denoted A-A-A-C.  The alfalfa was solo seeded.  Weeds were controlled with herbicides and interrow cultivations during corn.  Pyrethroid insecticides were occasionally applied to control insect pests.  Manure, at the rate of 20 tons acre-1 (15% d.m., 5 kg  N ton-1), was applied in mid November following the last phase of alfalfa and following corn.  A chisel plow with sweeps incorporated the manure and undercut the alfalfa roots.  This rotation was dropped from LAC in 1999. 

CS5:  A three-phase rotation of alfalfa companion seeded with oats (Avena sativa) and peas (Pisum sativum) (A/O), alfalfa, and corn denoted A/O-A-C with medium external inputs.  There were no chemical inputs in this system and weeds were managed by interrow cultivations during corn.  Manure, at the rate of 15 tons acre-1 (15% d.m., 5 kg  N ton-1), was applied and incorporated by chisel plow after the corn harvest and after the last phase of established forage.  This rotation was dropped from LAC in 1999.

CS6:  A pasture mix of red clover, timothy (Phleum pratense) and brome (Bromus inermis) denoted P with low external inputs.  The paddocks at both sites were rotationally grazed with four to five heifers from April to October.  The red clover was periodically re-seeded and the pasture was completely reestablished at LAC in 1997 due to poor stand quality.

 
 

Table 2.  Weather data at Arlington, 1990-2002 vs. 30-yr average.

2A.Rainfall data summary (inches) at Arlington (1990-2002 vs. 1961-1990 average)
  1990 1991 1992 1993 1994 1995 1996 1997 1998 1999 2000 2001 2002 13-yr mean 30-yr mean
April 2.49 4.52 3.96 7.06 2.28 3.37 2.64 0.65 3.71 5.95 3.38 3.14 3.30 3.57 2.84
May 4.25 1.91 1.22 4.52 1.99 5.95 3.20 3.30 4.06 4.22 10.46 4.70 2.99 4.06 3.13
June 6.32 2.63 1.19 6.10 7.93 2.15 7.76 4.86 6.81 4.17 7.17 6.98 4.36 5.26 3.80
July 1.57 3.75 5.80 9.40 6.08 2.81 2.42 6.00 2.14 3.43 3.43 2.92 2.95 4.05 3.42
Aug 5.36 1.78 1.91 3.20 4.03 5.02 2.83 3.20 6.71 2.53 3.35 5.39 2.93 3.71 3.88
Sept 1.22 4.70 7.46 4.20 4.65 1.78 0.86 1.61 2.98 1.41 3.14 5.22 1.94 3.17 4.28
Oct 2.29 6.75 1.26 1.17 0.50 4.19 3.29 1.35 3.41 1.38 0.80 1.65 3.92 2.46 2.38
2B. Growing Degree Days (base 50) at Arlington (1990-2002 vs. 1961-1990 average)
  1990 1991 1992 1993 1994 1995 1996 1997 1998 1999 2000 2001 2002 13-yr mean 30-yr mean
April 202 207 85 95 182 90 123 108 137 128 126 184 164 141 148
May 274 461 366 326 346 302 247 192 385 362 386 346 254 327 341
June 552 594 458 449 542 636 535 549 510 805 457 334 272 515 516
July 616 629 492 588 540 696 574 597 655 736 595 674 737 625 645
Aug 592 594 475 596 526 775 607 455 651 514 638 639 615 590 583
Sept 459 387 343 266 442 371 408 383 478 357 414 324 464 392 383
Oct 189 194 167 168 212 217 202 218 175 171 263 325 459 227 184

 

Table 3.  Weather data at Lakeland, 1990-2002 vs. 30-yr average.

3A.Rainfall data summary (inches) at Lakeland (1990-2002 vs. 1961-1990 average)
  1990 1991 1992 1993 1994 1995 1996 1997 1998 1999 2000 2001 2002 13-yr mean 30-yr mean
April 3.40 4.15 2.17 5.55 2.37 4.75 2.58 2.64 3.60 5.64 4.41 3.46 3.59 3.72 3.66
May 5.53 2.32 0.89 1.90 0.66 2.44 5.69 3.15 4.61 5.15 10.59 3.75 2.57 3.79 3.25
June 5.27 1.56 1.34 8.50 3.71 1.57 6.61 5.36 6.76 8.79 4.14 6.19 4.56 4.95 3.88
July 2.51 2.45 7.07 4.35 1.97 3.13 3.24 3.20 1.65 1.02 2.69 2.52 0.49 2.79 4.30
Aug 3.93 2.04 2.56 2.80 4.48 8.34 1.93 2.03 2.17 2.42 3.50 4.75 5.36 3.56 3.92
Sept 0.96 4.94 4.36 3.44 1.90 2.08 1.57 4.25 2.66 4.23 4.70 6.93 4.21 3.56 4.09
Oct 3.38 6.21 0.89 0.50 0.76 4.22 2.56 1.82 4.20 0.98 1.19 4.51 3.23 2.65 2.74
3B. Growing Degree Days (base 50) at Lakeland (1990-2002 vs. 1961-1990 average)
  1990 1991 1992 1993 1994 1995 1996 1997 1998 1999 2000 2001 2002 13-yr mean 30-yr mean
April 191 165 110 86 165 59 117 135 164 154 157 236 188 148 158
May 182 458 331 328 338 261 219 230 462 410 412 384 287 331 365
June 535 617 462 460 562 585 454 575 569 598 548 534 619 547 560
July 601 658 555 653 605 695 673 693 732 847 662 737 804 686 696
Aug 614 628 452 630 490 751 681 594 749 648 680 702 724 642 646
Sept 437 399 348 250 430 343 416 459 569 448 451 399 548 423 436
Oct 159 174 153 156 202 173 198 268 467 241 298 193 149 218 210

Table 4. Mean corn grain yields by cropping system.

System Arlington, bu/a†  Lakeland, bu/a
CS1 162 125
CS2 168 134
CS3 146 117
CS4 185 146
CS5 166 121
Mean 165 128
LSD (10%) 3.6 7.6

†   Mean yields 1993 through 2002. ‡   Mean yields 1993 through 1998.

Table 5. Variability of mean corn yields by year within a site.

System
Variance of mean
 
Arlington
Lakeland
CS1
80.7
421.6
CS2
77.8
492.6
CS3
139.3
411.9
CS4
69.4
439.1
CS5
74.9
463.7



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[1] J. Posner and J. Hedtcke, Dep. of Agronomy, Univ. of Wisconsin, Madison, WI 53706,  J. Baldock, Agstat, Verona, WI 53593.  *Corresponding author (jlposner@facstaff.wisc.edu). 

This paper would not have been possible without the efforts of the other WICST team members, especially John Hall, Jim Stute, Tom Mulder, and Scott Alt.

 

 

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