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Special feature: Long-term monitoring and research in Asian university forests: towards further understanding of environmental changes and ecosystem responses

Long observation period improves growth prediction in old Sugi (Cryptomeria japonica) forest plantations

ORCID Icon, , , ORCID Icon, &
Pages 183-191 | Received 30 Oct 2019, Accepted 02 Apr 2020, Published online: 29 Apr 2020

References

  • Cheng CP, Yeh HT, Cheng SS, Guan BT. 2019. Long-term growth records of Cryptomeria japonica plantations at National Taiwan University Experimental Forest, Taiwan. In: Kamata N, Kuraji K, Owari T, Guan BT, editors. Developing a network of long-term research field stations to monitor environmental changes and ecosystem responses in Asian forests. Tokyo: The Univ Tokyo For Press; p. 233–242.
  • Fang J, Kato T, Guo Z, Yang Y, Hu H, Shen H, Zhao X, Kishimoto-Mo AW, Tang Y, Houghton RA. 2014. Evidence for environmentally enhanced forest growth. PNAS. 111(26):9527–9532. doi:10.1073/pnas.1402333111.
  • Forestry Agency. 2018. A survey of forest and forestry statistics. Tokyo: Japan forest foundation; p. 260.
  • Forestry and Forest Products Research Institute (FFPRI). 1996. Long term forest monitoring system (Growth and yield experiment report No.20). FFPRI; p. 45.
  • Hosoda K, Iehara T, Mitsuda Y, Nishizono T, Ishibashi S, Takao G, Takahashi M, Tanaka K, Hirata Y, Kodani E, et al. 2009. Time-series data of the growth and yield experimental sites surveyed in FY2001-2005 (Growth and yield experiment report no.24). Bull FFPRI. 8:187–203.
  • Hosoda K, Iehara T, Takao G, Nishizono T, Takahashi T, Ishibashi S, Takahashi M, Furuya N, Kodani E, Tanaka K, et al. 2014. Time-series data of the growth and yield experimental sites surveyed in FY2006-2010 (Growth and yield experiment report no.25). Bull FFPRI. 13:225–254.
  • Masaki T, Mori S, Kajimoto T, Hitsuma G, Sawata S, Mori M, Osumi K, Sakurai S, Seki T. 2006. Long-term growth analyses of Japanese cedar trees in a plantation: neighborhood competition and persistence of initial growth deviations. J For Res. 11(4):217–225. doi:10.1007/s10310-005-0175-6.
  • Masaki T, Osumi K, Seki T, Mori S, Kajimoto T, Hitsuma G, Yagihashi T, Shibata M, Noguchi M. 2015. Long-term growth of a planted forest of Japanese cedar at Soehatazawa Experimental Forest under various thinning intensities of trees 45–104 years old. Bull FFPRI. 14:65–72.
  • Matsue K. 2019. Inventory data of Sugi (Cryptomeria japonica D.Don) permanent plot on spacing effect in Utsunomiya university forests at Funyu (III). Bull Utsunomiya Univ For. 55:53–60.
  • Matsumoto M, Nakajima T, Hosoda K. 2011. Improvement of LYCS, a software for construction of local yield tables. J Jpn For Soc. 93(4):187–195. doi:10.4005/jjfs.93.187.
  • Matsushita M, Tanaka K, Hitsuma G, Yagihashi T, Noguchi M, Shibata M, Masaki T. 2015. A novel growth model evaluating age–size effect on long-term trends in tree growth. Funct Ecol. 29(10):1250–1259. doi:10.1111/1365-2435.12416.
  • Mitsuda Y, Hosoda K, Iehara T. 2013. Parameterization of a forest stand growth model using long-term field survey plot data. Proc Inst Stat Math. 61:307–322.
  • Mitsuda Y, Hosoda K, Iehara T. 2017. Comparison of growth responses to climatic conditions of Sugi (Cryptomeria japonica) and Hinoki (Chamaecyparis obtusa) using a carbon balance-based growth model. FORMATH. 16:32–42. doi:10.15684/formath.16.004.
  • Nagumo H, Shiraishi N, Tanaka M. 1981. Systematic method constructing an yield table for Sugi even-aged stand: A case study in experimental plots of the Tokyo University Forest in Chiba. Bull Univ of Tokyo For. 71:269–330.
  • Nakajima T, Matsumoto M, Shiraishi N. 2011. Modeling diameter growth and self-thinning in planted Sugi (Cryptomeria japonica) stands. O For Sci J. 4:49–56.
  • Nishizono T. 2010. Effects of thinning level and site productivity on age-related changes in stand volume growth can be explained by a single rescaled growth curve. For Ecol Manag. 259(12):2276–2291. doi:10.1016/j.foreco.2010.03.002.
  • Nishizono T, Hosoda K, Iehara T, Takao G, Saito H, Ishibashi S, Takahashi M, Furuya N, Kodani E, Saito K, et al. 2019. Time-series data of growth and yield experimental sites surveyed in FY2011–2015 (Growth and yield experiment report no. 26). Bull FFPRI. 18:231–273.
  • Niwa Y, Chishima T, Oomura K, Aikawa M, Igarashi Y, Yoshida Y, Saito T. 2014. Growth records on the artificial forest permanent plots in the University of Tokyo Chichibu Forest (2011, 2012). Misc Inform Univ Tokyo For. 56:147–190.
  • Oomura K, Aikawa M, Igarashi Y, Sawada H, Yoshida Y, Saiki M, Oohata S, Chishima T, Haraguchi R. 2012. Growth records on the artificial forest permanent plots in the University of Tokyo Chichibu Forest (2014–2010). Misc Inform Tokyo Univ For. 52:25–185.
  • Oomura K, Sawada H, Oohata S. 2004. Growth records on the artificial forest permanent plots in the Tokyo University Forest in Chichibu. Misc Inform Tokyo Univ For. 43:1–192.
  • Oomura K, Sawada H, Oohata S, Fujiwara A. 2005. Growth records on the artificial forest permanent plots in the Tokyo University Forest in Chichibu (supplement). Misc Inform Tokyo Univ For. 44:211–249.
  • Osumi K, Mori M, Sakurai S, Saito K, Sato S, Seki T. 2000. Long term growth records of old-aged sugi (Cryptomeria japonica) plantations in Akita Prefecture, North-eastern Japan. J Jpn For Soc. 82:179–187.
  • Osumi S, Ishikawa Y. 1983. Applicability of the Richards’ growth function to analysis of growth of tree. Sci Rep Kyoto Prefectural Univ Agric. 35:49–76.
  • Owari T, Toyama K, Suzuki SN, Hiroshima T, Ishibashi S. 2019. Long-term growth records of Cryptomeria japonica plantations at the University of Tokyo Forests, Japan. In: Kamata N, Kuraji K, Owari T, BT G, editors. Developing a network of long-term research field stations to monitor environmental changes and ecosystem responses in Asian forests. Tokyo: The Univ Tokyo For Press; p. 219–231.
  • Pretzsch H, Biber P, Schütze G, Uhl E, Rötzer T. 2014. Forest stand growth dynamics in Central Europe have accelerated since 1870. Nat Commun. 5(1):4967. doi:10.1038/ncomms5967.
  • Shiono J, Suzuki M, Kawata S, Matsumura N. 2013. Growth analysis of 200 year old Sugi plantation forest: case study of Todo Sugi stand in Hirakura Experimental Forest, Mie University. Chubu For Res. 61:129–132.
  • Shiraishi N. 1985a. An analysis of diameter distributions in even-aged stands and its application for growth prediction (I) The mechanism and trend of changes in skewness. J Jpn For Soc. 67:133–140.
  • Shiraishi N. 1985b. An analysis of diameter distributions in even-aged stands and its application for growth prediction (II) Some considerations on the changes in diameter variance. J Jpn For Soc. 67:305–310.
  • Shiraishi N. 1986. Study on the growth prediction of even-aged stands. Bull Univ of Tokyo For. 75:199–256.
  • Sloboda B. 1984. Possibilities of mathematically predicting timber production in commercial forests. Bull Nagoya Univ For. 7:261–279.
  • Suzuki M, Tatsuhara S, Yamanaka C, Karakama I, Ide Y. 1999. Records on the growth of stands in the Tokyo University Forest in Chiba II: development of the stands from 1976 to 1996. Misc Inform Tokyo Univ For. 38:1–71.
  • Takao G, Minowa M. 1993. A stand growth model of coniferous plantation in the light of the reduction in respiration per unit stem volume. Bull Univ of Tokyo For. 89:113–153.
  • Takatoku K, Haraguchi R, Omura K, Igarashi Y, Fujihira K. 2019. Growth records on the artificial forest permanent plots in the University of Tokyo Chichibu Forest (2014–2017). Misc Inform Univ Tokyo For. 61:27–33.
  • Takeuchi I. 2005. The growth of diameters and stand stem volumes in old man-made Sugi (Cryptomeria japonica) stands. J Jpn For Soc. 87(5):394–401. doi:10.4005/jjfs.87.394.
  • Takeuchi I, Ito H. 2003. Height growth in old manmade Sugi (Cryptomeria japonica) stands. J Jpn For Soc. 85:121–126.
  • Takeuchi K, Hasegawa S. 1975. Records on the growth of stands in the Tokyo University Forest in Chiba. Misc Inform Tokyo Univ For. 19:69–175.
  • Tanaka K. 1986. A stochastic model of diameter growth in an even-aged pure forest stand. J Jpn For Soc. 68:226–236.
  • Tanaka K. 1988. A stochastic model of height growth in an even-aged pure forest stand-Why is the coefficient of variation of the height distribution smaller than that of the diameter distribution? J Jpn For Soc. 70:20–29.
  • Tanaka K. 1991. Shifts of the height-diameter curve in a stand and an application of the modified HENRICKSEN equation. J Jpn For Soc. 73:172–177.
  • Taniguchi S, Kayatani K. 1994. Analysis of tree growth using the Richards function fitted (I) Applicability of growth of the Japanese cedar (Cryptomeria japonica) plus tree clones. Trans Kansai Br Jpn For Soc. 3:147–150.
  • Yamamoto H, Ito K, Ohata S, Sasaki K, Omura K. 1988. Records on diameter increment of experimentally thinned plots in the Tokyo University Forest in Chichibu. Misc Inform Tokyo Univ For. 26:1–156.
  • Yoshida S, Imanaga M, Umata H. 1992. Periodic inventory data of permanent plots in Kagoshima University Forests at Takakuma(I): abstracts of permanent plots. Bull Kagoshima Univ For. 20:223–226.
  • Zeide B. 1993. Analysis of growth equations. For Sci. 39:591–616.

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