15-YEAR PROGENY TEST RESULTS VERNONIA, MOLALLA, BURNT WOODS, ANO UMPQUA COOPERATIVES 13 by Roy R. Silen IFA-PNW Program cooperators with younger programs can take considerable comfort from the optimistic recent analyses of 15-year data from Vernonia, Molalla, Burnt Woods, and Umpqua Cooperatives. The 15-year test results of these Cooperatives, involving 2,035 parents, provide the first large-scale use of volume information by the Cooperatives. Diameter measurements have not been taken for programs at the 5- or 10-year measurement because groundline diameter measurements needed to obtain accurate volumes were too costly. Measurements of volumes in small trees using breast-height diameters are hard to interpret due to the spurious apparent change in taper of trees in the 2-o meter range. This summary of 15-year measurements covers growth statistics of heights, diameters, volumes, as well as F values, family and individual tree heritabilities, plantation x family interactions, parent-offspring correlation, and gain trends. Midparent-offspring correlations results are presented as separate articles in this issue. Studies of age-age correlations and spacing-genotype interactions are planned but have not been attempted at this writing. Growth Statistics. Table l is complex. It provides a summary for two Cooperatives of the range, F value, and heritabilities by set for heights, diameters, and volumes. Also shown are family x plantation interactions and survival, set by set. The reader might be overwhelmed by such massive tabular data unless features of broad interest are highlighted. One such feature of the table is the consistently larger tree families of the Molalla Cooperative versus Vernonia Cooperative at age 15 years. Every set mean of the Molalla Cooperative has a larger average volume. There are valuable silvicultural lessons, as well as genetic ones, in these data. High plantation survival at age 15 in both Cooperatives is noteworthy. By coincidence, Set 10 in both Cooperatives is unusual in that its mean volume is greater than that of the largest tree in several other sets. This provides an example of geographic genetic variation in both Cooperative areas since the two normal distribution of family means hardly overlap the distribution of the contrasting sets. Parents in each set occur within an area of a few square miles. With few exceptions, the F values are statistically significant, an indication of real family differences within nearly every set. Again, Set 10 for Molalla can be singled out as an exception. It has no significant family differences--all families are inherently fast growing. However, Set 10 shows a highly significant family x plantation interaction meaning faster-growing families on one site are slower growing on another site. The 15 -year data indicates most sets are beginning to show such an interaction, whereas 10- or 5-year measurements showed few significant family x plantation interactions. This follows trends previously seen on the 70-year-old Douglas-fir heredity study, in which family plantation interactions were weak for the first quarter century, but are now very pronounced. Cooperators in the program will find hours of interesting perusal with the other details of this table. Heritabilities and Genetic Gains for Volume. Table l also shows that family heritabilities were high in most sets. Based on four Cooperatives with 15-year data, an average volume gain prediction is 12.9 percent, using a 1:5 selection. The gain prediction by Cooperative is: Volume gain (percent) Cooperative Vernonia Holalla Burnt Woods 12.3 11. l 13.5 Umpqua Coast 14.6 .. " Even at the low 1:5 selection differential, genetic gains in growth rate are better than the 10-percent figure hoped for 15 years ago. Height Gain Changes Over Time The question of how gain predictions change with tree age of the evaluation plantations is basic to tree improvement. Although most foresters would rather have predictions of gain based on volume growth rate, only height data was collected in earlier years on most Cooperatives. Hore accurate estimates would be based on repeated volume measurements of the same trees. Only a preliminary estimate is readily available, however, from another kind of data. This estimate is based on segregating the 5-, 10-, and 15-year height measurements on which heritability and gain estimates are already made (Table 2). There are 13 Cooperatives with 5-year height data, 3 with 10 years, and 4 with 15-year data. The three averages of 5.44, 4.91, and 3.70 gain suggests that the trend over a 10-year period is clearly negative. The linear regression with r -.49 would indicate a 1.7-percent smaller gain in height growth rate at 15 years than at 5 years. This may simply reflect the larger tree sizes on which gains are based as trees age. = Keep in mind that percent gains in volume growth rate may be nearly 3 times as large as for height growth rate. Relationship of F Value to Heritability In such analyses one runs into interesting side issues. A considerable number of 5- or 10-year measurements done prior to.1983 did not have heritability computations. Heritability estimates will be needed for further analyses. We wondered if we might make heritability estimations graphically from a curve derived by plotting the family and individual heritability values against corresonding F values. Figure l shows such a plot. The precision of this plot for the family F values versus heritability left little doubt that an algebraic relationship was involved. The simple algebraic relationship turned out to be H (heritability) = l - l. F Upon further checking, it appears now that we had simply reinvented the wheel; it has been derived before. However, it is quite likely that relatively few Northwest practicing forest geneticists have had occasion to stumble on this simple, useful relationship, so it is mentioned here. Individual tree heritabilities has appreciable variability at each F value. [ ------- ---·--- Table l. ---- ----- Su111nary of 15-year statistics for two Cooperatives. IS-Yur Analysis S111Wry ry 15-Yur M.llyi;ls VE1811MIA axftAATlVE CIO test sit.es} ID.ALLA llO'E'RATIVE (8 tint sites> Heh!hh (a.) F v11lue 811 4.31 01 ..ter c.J .111 .20 3. II .693 .13 809 3 14 800 I.JS .'311 .05 801 l.16 . ... ... 811 2.14 .5'1 . Cll 3.31 .168 ." 812 I .JO .413 ... 800 2.0S .532 .or:. 901 l.'5fj .3ZO .03 l!S9 .e1tt .o .o 846 2.41 . 600 .OJ eeo 3.26 .112 .12 815 2.89 .... .13 810 l.40 ·"" 111 135 121 129 13 l 122 12S 129 1.07" .0 126 3.04 .561 .06 121-800 111 40 4 . SO .191 t3 2.41 .0'5 - l.58 .01 - l , 90 Bl .. . I.OJ .0 ., .683 46 2.68 .... 2.81 . ... 46 3. JO .143 " 1.6.. .J.ZS 61 "' 1.59 .389 2.28 .S11 1.06 8 9 )8 10 Bl " 2.23 I. II .o SS I. I .... ... lz'I .116 . 132 1.88 .«18 49 2.20 .... II .69ti 2.01 12 13 SS 2.E .... 14 - .0 " 62 IS 16 l.00 85 11 I. 21 83 18 .... 1.01 Bl 1.2* • 3S5 ... 181 750 UC 115 112 139 118 692 100 .119 108 1(11 2.72 .... .Ol! 110 3. 11 . ... .120 .lB 2,01 .Sil .01 IOJ 9!.-11 J 106 3.SJ ... . Silr\ific.ara Ill .05 - 1.25 .01 - 1.35 Bl 3. 66 . 1'0 1. 12.. ... 2.01 .S21 L03 ., l.82 .... l.02 Bl 2.93 ·'" I. 12.. .. lS 2.82 . 6S1 31 2.68 .643 ... .. 2.31 . 589 l . 04 .. 2.38 .593 l.11"" 90 2.07 .533 2.E .... 1.18U Ill 3.20 .... . . .,.. .. 31 l . 41* .303 36 ,.... l.99 . 511 38 31-50 2.90 .... lS ,._., 2.25 .511 3.0i .... Ill 111 2.89 .610 ... 104 ,._., 93-116 2.4S .613 .06 103 2.53 .622 'J0-112 2.81 . II 106 l.53"" .3 91-115 2.68 . ... • 10 3.33 .114 ." 103 91-112 101 4 . 95 ·"" .23 100 91-109 1'0 1(15 l4 ,._.., 2.2ti ,572 31 Sign\fl C¥1C1r .. ,._,, l.70 .w 89-110 621-'106 31 22-31 29 22-lfi 2.29 .575 29 22-31 Bl 33.6 .._., 1.90 ... - 100-121 3.43 38 ' 27-49 97-118 421-154 """ .. 714 3."6 96-111 656-HS 83 I .Sitt- . 15 103.814 Bl .o . HS 643-110 2 .05*** 1.00 4.19 6S 9- 196 Bl .. . .. 118 108 'M-119 6SS..Sl6 ,...., 2.84 .11 161-812 31-58 3.08 4.31 1.,,,,.. 4"-11 I. v11lue ,,..,,,, ...., '1r:J4 ' 112-825 ' 53 Vol..e CL) nge 169 85 "' L II Cm> """"" 31-SS 103-134 "' 1.5s- setJ/ 12-SJ 111-133 2.11 ' ,,. .. 111-138 841-'JZS IS 122 value ... .. IOJ-138 ,,.._.,,, 14 ."" lOi- 134 JSl-916 13 115 .no 119-ISO 112-901 12 2.33 119-146 8.t0-9S4 11 116 4.18 F•lly Heid!ts ' 22-SO 111-131 634-947 10 . "' 123-IJO 195-933 g 3. 91 102-144 839-IJS'J 8 112 45 \111 1111! '"'­ L!..f F 21 ll l-130 134-812 894 .158 100-128 JSJ-BS4 6 3.98 104-128 l"-"54 s 116 99-124 15 "' Ral9 100-129 669-BS4 <Ll ' F•i ly Jndi11ict.Mil 600-938 181 wo1..- 2 H .05 - 1.38 .OS- l.12 .01 - 1.57 .01 - 1.18 16 Figure 1. VERNONIA AND MOLALLA 15-YEAR HEIGHTS COMPARISON OF F VALUE AND HERITABILITY (FAMILY AND INDIVIDUAL) LOO· + .90 - 80 • 70 • • • • 60 ­ • 50. • 40 ­ • 30 ­ • 20 ..... Mollala Vernonia • +· ...,"i> + ..... . ..... .+ + ¢' + . ,., E-< + + ++ . "' = ..... • + • + + 10 ­ + + .+ 0------------ ------------------ - ---------------------------- ---­ . -.10 - 0 1. 0 2.0 3.0 F VALUE 4.0 5.0 6.0 17 T ble 2. Average genetic gain in height growth rate of 20 breeding zones at last evaluation age. EVALUATION AGE 15-year 10-year 5-vear Breeding unit Gain Grants Pass 4. 15 Tyec Gain Breeding unit Gain Snow Peak 3.97 Burnt loklods 3.72 4. 77 Snow Peak High 5.26 Vernonia 4. 13 Snoqua1mie 2 7. 78 Dallas Valley 5.50 Molalla 3.19 Nor lh Uipqua 3 6.10 lilpqua Coast 3. 76 North lilpqua 4 4.02 Riddle 2 3.70 Butte Falls 4. 71 Gold Beach 1 4.84 Gold Beach 2 5.49 Gold Beach 3 4.76 Coquille 17 7.62 South lilpqua 3 4.70 Cowlitz (Noble fir) 8.14 x 5.44 r = 0.49 a = 6.32 Breeding unit 4.91 b = -0. 17 3.70