农业机械施肥挖坑机,找灵感,大神指教,目标果园
横向挖坑长度0.4-0.8米,竖直挖坑深度25CM,坑截面可为三角形,自动翻土到坑两边,小型设备体积长宽高0.8*0.5*0.6米.个人考虑过,横向行走比较容易实现,竖直挖坑需要有支撑力点,见识浅薄,大神请指教。data:image/png;base64,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考虑丝杠,似乎不太现实只要地平地大,就好搞,当然还得银子足。 冷水黄金 发表于 2021-6-12 20:16
只要地平地大,就好搞,当然还得银子足。
如果只能在平坦的地理使用,局限性就比较大,不利于推广。
挖坑机的动力在哪里 钩机…… gfzms2590 发表于 2021-6-13 10:31
挖坑机的动力在哪里
烧油吧
魍者归来 发表于 2021-6-13 12:58
钩机……
体积要求小巧
看来,就不适合狗熊来干,只适合地鼠。 大白小白 发表于 2021-6-13 13:04
体积要求小巧
小钩机
魍者归来 发表于 2021-6-13 15:05
小钩机
大概是4轮或履带跨坑两侧,肚子下面边刨坑,边行走边刨坑,翻土,整形。
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