BC=a ,B'D=a ,CD=a
∠ACD=Θ
cosΘ=1/2*CD/AC=1/4
∠CBB'=180-2Θ
过C,D作BB'垂线,垂足是P,Q
BP=BCcos(180-2Θ)
=a*sin2Θ
=a*2sinΘcosΘ
=√15/8*a
BB'=BP+B'Q+PQ
=15/4*a+a
BC=a ,B'D=a ,CD=a
∠ACD=Θ
cosΘ=1/2*CD/AC=1/4
∠CBB'=180-2Θ
过C,D作BB'垂线,垂足是P,Q
BP=BCcos(180-2Θ)
=a*sin2Θ
=a*2sinΘcosΘ
=√15/8*a
BB'=BP+B'Q+PQ
=15/4*a+a