韩国枝尺蛾亚科三种幼虫记述_鳞翅目_尺蛾科_英文__cropped
昆 虫 分 类 学 报 V o l. 25, N o. 2 E n tom o t a xo nom ia J une, 2003
L a rva l D e scr ip t ion of Three Spec ie s
(:of Enn om ina e L ep idop tera
) Geom e tr ida ein Korea
1 2 32, 2, 2P IA O M e ih u aL E E C h an yo u n gCH EN X u ex in (, , , 310034, ;1. C ol leg e of L if e S c iencesC h ina I ns t itu te of M e t rology H ang z h ou Z h ej iang C h ina
2. , , D ep a r tm en t of F ores t R esou rces P rotec t ion C ol leg e of F ores t S c iences
, 2002701, ;K angw on N a t iona l U n iv e rs ity C h u nch on K orea
3. ), , , 310029, D ep a r tm en t of P lan t P rotec t ion Z h ej iang U n iv e rs ity H ang z h ou Z h ej iang C h ina
A bstrac t: T h is study w a s m ade to de sc r ibe th e m o rp ho lo g ica l fea tu re s o f la rvae o f
() , P achy l ig ia d olosa B u t le rCy s t id ia s t ra ton ice S to lland P lanoc iam p a an t ip a la P ro u t
.o f E nnom inae
: ; ; ; ; Key wordsL ep idop te raGeom e t r idaeE nnom inaela rva l m o rp ho lo gyKo rea
CL C n um ber: Q 969. 433. 2 D ocum en t code: A
() : 1000- 7482 200302- 0135- 08 A r t ic le ID
T h e Geom e t r idae a re com po sed o f 5 su b fam ilie s th a t in c lu ded 527 sp ec ie s in Ko rea 1 () , 1994.C h eck list o f in sec t s f rom Ko reaan d m an y ag r icu ltu re an d fo re st ry p e st s
, 4 1, 1 M a tu re la rvae o f su b fam ily E n nom in ae a re la rgese ta SV p re sen t o n A se tae L 2 128. 4, 1 1 an d L w ide ly sep a ra ted o n A Se tae SV SV an d V a re fo rm in g an a lm o st ve r t i2
() 1. 6 10 ca l lin e o n A Tw o p a ir s o f p ro leg s A an d A b ea r s b io rd in a l c ro ch e t s in a m e so se r ie s o n a lo b a te p lan ta an d f requ en t ly in te r rup ted o r redu ced n ea r th e m idd le b y a
, 6, f le sh y lo b e o r su ck e radd it io n a l p ro leg s a re a lw ay s sm a lle r th an tho se o n A an d th e
ƒ. 9, 2, 1, 1, 1 1 c ro ch e t s a re redu ced in n um b e r an do r sizeO n A D D SD L an d SV is a r2
.ran ged in a n ea r ly st ra igh t ve r t ica l lin e 2 () 1969Issik i b r ief ly de sc r ib ed co lo r p a t te rn an d m a jo r ity ch ae to tax y o f P a chy l i2
, , . g ia d olosa Cy s t id ia s t ra ton iceP la n oc iam p a a n t ip a la an d o th e r s Geom e t r idae la rvae
W e h e re p ro v ide de ta iled de sc r ip t io n s an d illu st ra t io n s o f th e la rvae o f P a chy l ig ia d olosa
() 2, .B u t le rCy st id ia s t ra ton ice S to llan d P la n oc iam p a a n t ip a la P ro u t o f E n nom in ae
M a te r ia ls an d M e tho d s
70% T h e m o rp ho lo g ica l fea tu re s o f th e bo dy o f m a tu re la rvae in a lco ho l w e re ex am 2 i2. , 10% n edT h en th ey w e re m ace ra ted in KO H fo r seve ra l m in u te s an d d issec ted u n de r
206227: 2002Rece ived da te
135
( )40 ×. ste reo scop ic m ic ro scop e T h e h ead cap su le w ith a t tach ed m o u thp a r t s w a s f ir st
rem o ved f rom th e bo dy b y a cu t m ade w ith a f in e fo rcep s a ro u n d th e edge s o f th e o cc ip i2
. . ta l fo ram enT h e m ax illae an d lab ium a s a u n it w e re rem o ved f rom th e h ead cap su le
. T h e h ead w a s sk e tch ed u n de r th is co n d it io n f rom do r sa l an d ven t ra l side sT h en th e
. m an d ib le s w ith a t tach ed ten do n s w e re rem o ved f rom th e h ead cap su leM o u thp a r t s an d
()100× ×.150sk in s w e re m o u n ted o n m ic ro scop ic slide s fo r de ta iled ex am in a t io n s o r 3 ( ) 1946, T h e nom en c la tu re o f la rvae se tae an d p u n c tu re fo llow s H in to n an d th e 4 ( ) , , 1916 , te rm ino lo gy o f lab rum m ax illa ry lo b ean d p a lp i fo llow s H e in r ich G r im e s 5, 6 () 1986, .an d N eu n zig ab
D e sc r ip t io n
,1878 Gen u s P a chy l ig ia B u t le r
()1. , 8. 1P a chy l ig ia d olosa B u t le r F ig s
() . . . . , 18 5: 442. , 1878, P achy l ig ia d olosa B u t le rA nnM agN a tH is t
, Bo dy sto u t an d th e co lo r u su a lly g reen ish ye llow co ve red w ith p ro fu sio n o f d if2 , . ; ; fu seg reen ish w h ite f reck le sH ead ye llow ish b row ntho rac ic sh ie ld b row n ish ye llow
; ,an a l sh ie ld sligh t ly da rk e r th an tho rac ic sh ie ldtho rac ic leg s ye llow to b row n ish ye llow
; .c law s b row nsp irac le s ye llow ish b row n w ith b row n p e r it rem s
. , K 2I. H eadO ce lli a lw ay s even ly p laced in sem ic irc leT h e d istan ce f rom ve r t ica l
t r ian g le to ap ex o f ecdy sia l lin e s g rea te r th an th e d istan ce f rom ap ex o f ecdy sia l lin e s to
, 2; ap ex o f f ro n ta l su tu re sadf ro n ta l su tu re s c lo se to f ro n ta lc lyp eu s m a rg in sth e f ro n t ex 2
2. 1, 2 3 ten d s th reef if th s o f th e d istan ce to ep ic ran ia l no tchA A an d A fo rm in g an o b tu se .an g le
. 2, ; 2 M o u thp a r t sL ab rum em a rg in a t io n tw o f if th s deep fo rm in g an acu te an g leM 21, 1 2; 1 2 , la tero ven t ra l to M P c lo se r to M th an to M L an d L no t c lo se ly app ro x im a te1 2. , L do r sa l to L M an d ib le w ith ten ap ica l tee th o n cu t t in g edgeth e seco n d to fo u r th
. tee th ap ica l b lu n t o r sligh t ly b ilo b edL ab ium h av in g m em b rano u s po stm en tum w ith tw o
; ; co n sp icuo u s se taem en tum sc le ro t ized an d b lackp rem en tum w ith m ed ian sp in n e re t
; , , , d ista lly an d lab ia l p a lp i la te ra llyth e sp in n e re t m o de ra tep a ra lle l sidedap ica l b ilo b ed3 abo u t t im e s a s lo n g a s m ed ian b read th an d sho r te r th an t ip o f se ta o n ap ica l segm en t o f
. : , 2;lab ia l p a lp iM ax illaeca rdo m o st ly m em b rano u sw ith hoo k lik e sc le r ite s b a sa lly
, ; . st ip e s m o st ly m em b rano u sw ith tw o se taep a lp ife r sc le ro t ized an d w ith o n e se taP a l2 : , , p u sb a sa l segm en t w ith a lo b e an d o n e se tao n th e lo b e w ith th ree sen silla t r icho dea
, ; tw o sen silla sty lo co n icaan d tw o sen silla b a sico n ica an d o n e p u n c tu rem ed ian segm en t
; lo n ge r th an ap ica l segm en t an d w ith o n e p u n c tu reap ica l segm en t w ith e igh t sen silla b a2
.sico n ica d ista lly
. 1: 1 2 1; 1 2 , 1 T ho raxT D c lo se r to D th an to XD SD an d SD ve ry c lo se to ge th e rSD
2; , 2 1; 1 2 u su a lly th in n e r th an SD L g ro up b ise to seL th in n e r th an L SV an d SV p re sen t
. 2 3: 1, 2 2 ; 1 abo ve legT an d T D D an d SD fo rm in g a st ra igh t ve r t ica l lin eSD b e low f rom 2 ; 1, 2 3 ; . SD an d th in n e r th an o th e r sL L an d L p re sen tSV g ro up u su a lly u n ise to seT ho 2
: ; ; ; rac ic legco x a w ith seven se taefem u r w ith tw o se taet ib ia w ith six se taeta r su s w ith
( ), , .fo u r se tae tw o lan ceo la te se taeo n e sp a tu la te se taan d o n e n a r row se ta A b dom en. O n A 128, D 1 an te ro do r sa l to D 2; seco n da ry se ta M D 1 p re sen t; SD 1
1 627, 225 8; 2 do r sa l to sp irac le o n A an d A an te ro do r sa l to sp irac le in A an d A SD an 2
2003 年 6 月 朴美花等: 韩国枝尺蛾亚科三种幼虫记述 137
27, 228; 1 1te ro do r sa l to sp irac le in A d irec t ly an te r io r to sp irac le in A L d irec t ly po ste r io r
1, 228; 2 ; 3 to sp irac le in A po ste ro ven t ra l to sp irac le o f in A L an te ro ven t ra l to sp irac leL
2 125 728, 2 6; 3 po ste ro ven t ra l to L in A an d A st ra igh t b e low f rom L in A SV cau dad o f 3 127. 1, 225, 6, L o n A SV g ro up t r ise to se in A fo u r se tae in A six se tae in A b ise to se in 7, 8. 1, 4, 1 1 A an d u n ise to se in A O n A se tae SV SV an d V fo rm in g a st ra igh t ve r t ica l . 225, 4, 1 1, . 9, 2, 1, 1, 1 lin eO n A se tae SV SV an d V a r ran ge a t r ian g leO n A D D SD L
1 ; , an d SV fo rm in g an a lm o st ve r t ica l lin ean a l leg s w ith n in e se tae an d o n e p u n c tu rela t2
26 , 1 3 . 5e ra l se tae st ra igh t ly a r ran gedL m o st do r sa l an d L m o st ven t ra lP ro leg s o n A an d 10, 5 , , , 6 A A p ro leg s ru d im en ta ryc ro ch e t s u n io rd in a la r ran ged in a c irc lec ro ch e t s o f A
10 , , an d A b io rd in a la r ran ged in hom o ideo u s m e so se r ie sth e ven t ra l c ro ch e t s row s w ith a d ist in c t m ed ian f le sh y lo b e w h ich m ay redu ce th e c ro ch e t s in size. A ll sp irac le s o va l,
1 8 .tho se o n T an d A o f abo u t sam e size an d la rge r th an o th e r s
F ig s. 1, 8 P achy l ig ia d olosa B u t le r
1. () () la rva; 2. h ead do r sa l and ven t ra l v iew ; 3. m ax illae and lab ium ; 4. m and ib le do r sa l v iew ; 5. c ro ch e t s o f A 6 and A 10; 6. c ro ch e t s o f A 5; 7. tho rac ic leg; 8. lab rum and ep ip h a rynx. sca le s; 0. 5mm L a rva l len g th: 36, 41 mm ; H ead w id th: 4. 3, 4. 7 mm.
: M a te r ia ls ex am in edM a tu re la rvae co llec ted f rom leave s o f Q u e rcu s m on g ol ica
. , F isch an d Q u e rcu s a l ien a B la t th e E xp e r im en t Fo re st o f K an gw o n N a t io n a l U n ive r sity
, , 262V 21997.C h u n cho n C ityK an gw o n D o
5, T h is sp ec ie s m ay b e sep a rab le f rom re la t ive s b y th e ru d im en ta ry p ro leg s o n A u2
; , n io rd in a l c ro ch e t s a r ran ged in a c irc lem an d ib le w ith ten ap ica l tee th th e seco n d to
.fo u r th tee th ap ica l b lu n t o r sligh t ly b ilo b ed
,1819 Gen u s Cy s t id ia H üb n e r
() ()2. . 9, 16Cy s t id ia s t ra ton ice S to llF ig s
() 398: , 1782, . . , 4: 234, . k P h a laena. Cy s t id ia s t ra ton ice S to llU it lK ap e l lenp l
() 15 4: 137. Cy s t id ia ag r ion id es B u t le r, 1875, A nn. M ag. N a t. H is t. ,
Bo dy ye llow , o n th e do r sa l, la te ra l an d ven t ra l a rea w ith b lack rec tan gu la r m a rk in g
( ex cep t fo r tho rax an d af te r th e six th ab dom in a l segm en t s tho rax an d af te r th e six th ab 2
) ; dom in a l segm en t w ith a p seu dom o rp ho u s m a rk in gth e m a rk in g o f do r sa l a rea in c lu ded 1 2, . , se tae D an d D ven t ra l m a rg in o f la te ra l m a rk in g com po sed sp irac leH ead b lack h av2
; ; in g w h ite an d slen de r st r ip e stho rac ic sh ie ld o f th e bo dy co lo ran a l sh ie ld an d leg s ; .b lacksp irac le s b row n ish b lack w ith b lack p e r it rem s
H ead. O ce lli , K even ly p laced in sem i2c irc le. T h e d istan ce f rom ve r t ica l t r ian2 I
g le to ap ex o f adf ro n ta l su tu re s g rea te r th an th e d istan ce f rom ap ex o f adf ro n ta l su tu re s
; 2to ap ex o f f ro n ta l su tu re sf ro n t ex ten d s abo u t fo u rseven th s o f th e d istan ce to ve r t ica l . 1, 2 3 2.t r ian g leA A an d A fo rm in g an o b tu se an g le a t A
. , ; 2 M o u thp a r t sL ab rum em a rg in a t io n abo u t h a lf deep fo rm in g an acu te an g leM
1, 1 2; 1 2 sligh t ly la te ro ven t ra l to M P m idw ay b e tw een M an d M L an d L c lo se app ro x i2 , 1 2. . m a teL sligh t ly la te ro ven t ra l to L Ep ip h a ryn x h ave sm a ll sp in e sM an d ib le w ith ten
, , .ap ica l tee th o n cu t t in g edgeth e f ir st too th low f rom seven th to ten th tee th sm a ll
L ab ium h a2v in g m em b rano u s po stm en tum w ith tw o co n sp icuo u s se tae, a da rk p in gm en2
; ; ta t io n a ro u n d th em m en tum sc le ro t izedp rem en tum w ith m ed ian sp in n e re t d ista lly an d
2; , 2. 5 lab ia l p a lp i la tera llysp in n e re t ap ica l sligh t ly b ilo b edabo u t t im e s a s lo n g a s m ed i2
. : an b read th an d a lm o st equ a l to t ip o f se ta o n ap ica l segm en t o f lab ia l p a lp iM ax illae
, 2; , ca rdo m o st ly m em b rano u sw ith hoo k lik e sc le r ite s b a sa llyst ip e s m o st ly m em b rano u s
; , . :w ith a la rge sc le r ite s an d tw o se taep a lp ife r sc le ro t izedb ea r in g o n e se taP a lp u s
b a sa l segm en t w ith o n e se ta an d a lo b e, o n th e lo b e w ith th ree sen silla t r icho dea, tw o
sen silla sty lo co n ica, an d tw o sen sila b a sico n ica an d o n e p u n c tu re; m ed ian segm en t
; lo n ge r th an ap ica l segm en t an d w ith o n e p u n c tu reap ica l segm en t w ith e igh t sen silla b a2 .sico n ica
. 1: 1 2 1 2, ; 1 2 T ho raxT D an d D st ra igh t b eh in d XD an d XD re sp ec t ive lySD an d SD
, 1 2; 1 2 c lo se app ro x im a te an d b e low f rom sh ie ldSD th in n e r th an SD L an d L an te ro ven2
, 2 1; 1 2 . 2 3: 1,t ra l to sp irac leL th in n e r th an L SV an d SV p re sen t abo ve legT an d T D 2 2 ; 1 2, 1 ; D an d SD fo rm in g a ve r t ica l lin eSD an te ro ven t ra l to SD SD th in n e r th an o th e r s1, 2 3 ; . : ; L L an d L p re sen tSV g ro up u n ise to seT ho rac ic legco x a w ith seven se taefe2
(; ; , m u r w ith tw o se taet ib ia w ith six se taeta r su s w ith fo u r se tae o n e lan ceo la te se ta
), .tw o sp a tu la te se taean d o n e n a r row se ta
. 128, 1 2; 1 1, A b dom enO n A D sligh t ly an te ro do r sa l to D SD do r sa l to sp irac le in A
228; 2 127, an te ro do r sa l to sp irac le in A SD an te ro do r sa l to sp irac le in A an te r io r to sp ira2
28; 2 8; 1 1, 2c le in A L d irec t ly la te ra l to sp irac le in A po ste ro ven t ra l to sp irac le in A L
125 728, 6; 3 an te ro ven t ra l to sp irac le in A an d A st ra igh t b e low f rom sp irac le in A L po s2
韩国枝尺蛾亚科三种幼虫记述 2003 年 6 月 朴美花等: 139
25, 728, 2 1st ra igh t b e low f rom L 2 in A 6. SV g ro up t r ise to se te ro ven t ra l to L in A an d A
1, 225, 6, 7, in A fo u r SV se tae in A e leven SV se tae in A b ise to se in A an d u n ise to se in8. 9, 2, 1, 1, 1 1 . A O n A se tae D D SD L an d SV a r ran ge a ve r t ica l lin eA n a l sh ie ld ro u n d2
; , , ed po ste r io ran a l leg s w ith n in e se tae an d o n e p u n c tu rela te ra l se tae st ra igh t a r ran ged1 3 . 4, 5, 6 10, L m o st do r sa l an d L m o st ven t ra lP ro leg s o n A A A an d A ru d im en ta ry
4 5, , 6 10 p ro leg s o n A an d A u n io rd in a l c ro ch e t s a r ran ged in a c irc leo n A an d A c ro ch e t s
, . , 1 b io rd in a lf requ en t ly in te r rup ted b y a f le sh y lo b eA ll sp irac le s o va ltho se o n T an d 8 .A o f abo u t sam e size an d la rge r th an o th e r s
L a rva l len g th: 36, 40 mm ; H ead w id th: 2. 3, 2. 6 mm.
: M a te r ia ls ex am in edM a tu re la rvae co llec ted f rom leave s o f P te roca ry a s ten op te ra
, , D C a t E xp e r im en t Fo re st o f K an gw o n N a t io n a l U n ive r sityC h u n cho n C ityK an gw o n 132V 21999. D o ,
T h is sp ec ie s is ea sily sep a rab le f rom th e k now n Geom e t r idae la rvae b y th e e leven
6 ; 4 5, SV se tae o n A p ro leg sru d im en ta ry p ro leg s o n A an d A u n io rd in a l c ro ch ie t s a r2
, tho rac ic leg s w ith tw o sp a tu la teo n e lan ceo 2 ran ged in a c irc le; sp in n e re t ap ica l b ilo b ed;
se tae n ea r c law. la te an d o n e n a r row
() F ig s. 9, 16 Cy stid ia stra ton ice S to ll() () 9. la rva; 10. h ead do r sa l and ven t ra l v iew ; 11. m ax illae and lab ium ; 12. m and ib le do r sa l v iew ; 13. c ro 2
25; 15. ; 16. . : 0. 56 10; 14. 4ch e t s o f A and A c ro ch e t s o f A lab rum and ep ip h a rynxtho rac ic legsca le smm
,1930 Gen u s P la n oc iam p a P ro u t
(), 23. 17P la n oc iam p a a n t ip a la P ro u t F ig s 3. . . , 35: 337., 1930, P lanoc iam p a an t ip a la P ro u tN ov itZ ool
P lanoc iam p a m od es ta Kaw ada, 1932, I n. I con. I ns. J ap. , 1309.
2; , Bo dy ligh t ye llow , do r sa l a rea w h it ish ye llow sup e rsp irac le lin esp irac le lin e an d2;su b sp irac le lin e b lack each ab dom in a l segm en t b ea r s la rge m acu la t io n in c lu ded sp ira2 , ; 22 c leaf te r m acu la t io n w ith o n e b lack an d sho r t lin esu b ven t ra l lin e an d m idven t ra l lin e
, 6 2; slen de r an d b lack af te r th e A w itho u t b lack m id ven t ra l lin eth e se tae b a se o f ven t ra l
; ; lin e v iew w ith sm a ll b lack spo t stho rac ic sh ie ld an d an a l sh ie ld w ith b lack spo t ssp ira2
.c le s g ray ish ye llow w ith b lack p e r it rem s
H ead. O ce lli , K even ly p laced in a sem i2c irc le. T h e adf ro n ta l su tu re s in d is2 I
; . 1, 2 3 t in c tth e f ro n t ex ten d s abo u t h a lf o f th e d istan ce to ve r t ica l t r ian g leA A an d A
2.fo rm in g an o b tu se an g le a t A
M o u thp a r t s. L ab rum em a rg in a t io n abo u t tw o 2f if th s deep , fo rm in g a no rm a l a rc; 2 1, 1 2; 1 2 M sligh t ly la te ro ven t ra l to M P m idw ay b e tw een M an d M L an d L c lo se ap 2
, 1 2. . p ro x im a teL la te ra l to L Ep ip h a ryn x h ave sm a ll sp in e sM an d ib le w ith e leven ap ica l
. tee th o n cu t t in g edgeL ab ium h av in g m em b rano u s po stm en tum w ith tw o co n sp icuo u s , ; ; se taea p igm en ta t io n a ro u n d th em m en tum sc le to r ized an d b row np rem en tum w ith
, , m ed ian sp in n e re t d ista lly an d lab ia l p a lp i la te ra llyth e sp in n e re t th in an d lo n gap ica l
, 11 ru n dedabo u t t im e s a s lo n g a s m ed ian b read th an d lo n ge r th an t ip o f se ta o n ap ica l
. ; 2segm en t o f lab ia l p a lp iM ax illaeca rdo m o st ly m em b rano u s w ith hoo k lik e sc le r ite s
; , ; b a sa llyst ip e s m o st ly m em b rano u sw ith a da rk sc le r ite s an d tw o se taep a lp ife r sc le ro 2
; : , t ized an d w ith o n e se tap a lp u sb a sa l segm en t b ea r in g o n e se ta an d a m ax illa ry lo b eo n
, , th e lo b e w ith th ree sen silla t r icho deatw o sen sila sty lo co n icaan d o n e sen silla b a sico n i2
; ca an d o n e p u n c tu rem ed ian segm en t lo n ge r th an sp ica l segm en t an d w ith o n e p u n c2 ; .tu reap ica l segm en t w ith e igh t sen silla b a sico n ica d ista lly
. 1: 1 1 2 1; 1 T ho raxT D po ste ro do r sa l to XD an d equ id istan t f rom D an d XD SD an d 2 , 1 2; 1 2 SD c lo se app ro x im a te an d b e low f rom sh ie ld SD th in n e r th an SD L an d L an 2
, 2 1; 1 2 . 2 te ro ven t ra l to sp irac leL th in n e r th an L SV an d SV p re sen t abo ve legT an d 3: 1, 2, 2 1 , 1 ; 1, 2 T D D SD an d SD a r ran ged in a ve r t ica l lin eSD th in n e r th an o th e r sL L 3 ; . : ; an d L p re sen tSV g ro up u n ise to seT ho rac ic legco x a w ith seven se taefem u r w ith
( ; ; , , , tw o se taet ib ia w ith six se taeta r su s w ith fo u r se tae th ick sp a tu la telan ceo la tean d
).n a r row se tae
. 128, 1 2; 1 1 A b dom enO n A D sligh t ly an te ro do r sa l to D SD do r sa l to sp irac le in A 8, 227; 1 1, an d A an te ro do r sa l to sp irac le in A L d irec t ly cau da l to sp irac le in A po s2
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2003 年 6 月 朴美花等: 韩国枝尺蛾亚科三种幼虫记述 141
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H in to n H E. O n th e hom o lo gy and nom enc la tu re o f th e se tae o f L ep idop te ra la rvae, w ith som e no te s o n th e p h y2 3
. . . . . , 1946, 97: 1- 37.[. lo geny o f th e L ep idop te ra J T ransR oyE n tS ocL ond
. [ . . . . , 1916, 18:4 H e in r ich CO n th taxo nom ic va lue o f som e la rva l ch a rac te r s in th e L ep idop te ra J P roE n tS oc 154- 164. 5 G r im e s L R , N eunzig H H. M o rp ho lo g ica l Su rvey o f th e M ax illae in L a st S tage L a rvae o f th e Subo rde r D it ry sia
() 509. : [ . . . . . , 1986, 79: 489- L ep idop te raP a lp iJ A nnE n tS ocA m ea6 G r im e s L R , N eunzig H H. M o rp ho lo g ica l Su rvey o f th e M ax illae in L a st S tage L a rvae o f th e Subo rde r D it ry sia () () 526. : [. . . . . , 1986, 79: 510- L ep idop te raM e sa l L o be s L ac in io ga leaeJ A nnE n tS ocA m eb
韩国枝尺蛾亚科三种幼虫记述
()鳞翅目: 尺蛾科
1 2 3 朴美花, 李灿镛, 陈学新
1. 中国计量学院生命科学学院, 浙江 杭州 310034;
2. 江原大学校山林科学大学森林资源保护学科, 春川 2002701 韩国;
)3. 浙江大学应用昆虫学研究所, 浙江 杭州 310029
在韩国已
527 种尺蛾科成虫, 本科的大多数幼虫是林业和农业害虫。本文详细记
() 述了枝尺蛾亚科白厚尺蛾 、蜻蜓尺蛾 P a chy l ig ia d olosa B u t le rCy s t id ia s t ra ton ice S to ll
及角子尺蛾 幼虫的形态特征, 并提供了形态特征图。标本存 P la n oc iam p a a n t ip a la P ro u t
放在韩国江源大学校山林科学大学森林资源保护学科标本室。
关键词: 鳞翅目; 尺蛾科; 枝尺蛾亚科; 幼虫形态; 韩国