ITMI20101313A1 - SUITCASE - Google Patents

Description

De sc rizio ne de ll? investment that has benefited:

?SUITCASE?

The pre se nte investment c o nc e rne a va lig ia and more? pre c isa me nte, a new type of va ligy of the type with the means of sc o rrime nto on the ground. A suitcase ? q ui de finita c o me a c o nte nitor a ve nte a c o rpo c a vo for a llo g ia re to his own in- ternal indu cents, o g g e cts, and c e t e ra nt their tra rle; the c o rpo de lla va lig ia? pro visto d a po rio n to prib ile for l? a c c and sso a ll? inte rno of the c o rpo sso.

As a matter of fact, I am stating all the va lig ies and at your lme nte pro do tte are no ta te of the means which perme tto no the sc o rrime nto respect to the earth in mo do rle between shifting if you do not have to ve rle so lle va re.

The solution you c nic a pi? c o mune to this end? q ue of the d i d i ta re the va lig ia of the two or four ro ters placed on the par t of the fo ndo or of the base of the va lig ia; le ro te a po sso no e sse re to llo g ia you in th e c o rpo va lig ia o and sse re sp o rg e nts from e xed.

In addition, there are no other ways of competing in the means of termination, in place of the roll.

US 4160495 describes a va lig ia of c ilindric fo rm a ta ta with two surfic i la te ra li, d i fo rma c irc o la re, re a lizza te in te la, for synthetics or na lo g o ma te ria le ssib ile, joined together by a supe rficie inte rme dia c he repro duc e a c e rc hio ne per ruo ta a uto mo bilistic a. Is the supe rfic ie inte rme dia, in the form of c e rc hio ne,? a lise in the rig id m ary and pre se nt two g uide rs a lized on d i and xed in c o rrespon nce of the b o rdi. In there is a guide? mo nta ta a p lura lit? of the red d ime nsio n rollers, arranged in groups of three and in an inte rval mode along or with a guide; in o g n guide, on the fo lli rollers? in its turn, a tub pro fil is closed, re a lized in p the stic a stic a, which has the function of a? pne uma tic o? it goes le to d ire that it comes to c o nta cto c o n its lo. Does the profile in stiff p la stic a d o rre on the mo nta ti a ll rollers? inside of the guide c o rrespon nde nt, and in such a way with the sc o rrime nto re la tive between the c e rc hio n (and the c o rpo of the d e sso ly a d e sso ly va lig ia) and no.

What s? make, when the va lig ia is tra sc ined, or sp inta, the profiles rig id i c irc or the ri ruo ta no respect to the supe rfic and rig ida of the c o rpo of the va lig ia c o nte nte nd n th e sc o rrime n in respect of the earth.

This type of d i va lig ia, pu? e sse re between displacement without the c o rpo c ilindric o of the va lig ia ve ng in ro ta tio n along or its a sse lo ng itudin e during the mo vime nto, in virtue? of the sc o rrime nto re the tive between the profiles and the supe rfic and rig ida of the va lig ia.

This type of va lig ia pre se ned to uni inc o nve nie nts.

In the first place, go no ta to c he, l? application ? limited to the presence of a rigid c o rpo of the va lig ia on which sc o rro no of the c e rc hio ni, a nc h? and the rigidity of the ma terial ssis that are fo rma c o mple ta re to q ue of the c o rpo of the va lig ia compared to that le are in mo to re la tive.

Ne se g ue c he, the fo rma of the c o rpo of lla va lig ia? limited to th e form c irc o la re, and in par tic o the re to the presence of a supe rficie rig ida c irc o la re in mo to re la tive respect to the c e rc hio ni, a nc h? and ssi c o stitute of stiff material. In addition, it goes no ta to c he, in the va lig ia de sc rted in US4160495, the sc o rrime nto re the l tive between the supe rfic ie inte rm e and c e rc hio ni? o cte ned by giving a number and the number of rollers that came out. In fact, there are three rollers in each part of the space.

It goes beyond s? note that this type of va lig ia su ffre from the pro b le g a ti to the pos ssib ile wear of the parts in motion, and of par tic o the re of the rig profiles id i in mo to re la tive with respect to the c o rpo of the va lig ia. In addition, the c e rc hio ni rig id i transmission no g the shocks a i li po sso no e sse re su c t o u t the mo vime nt of the va lig ia, a i c e e c tti c he, of c o nse g ue nza, po tre b b e ro e sse re da nne g ia ti, and in fact, if the technology is known, the profile in the rigid material must have a a c o n c o n c o n func tio n on the left from, c o n c o n se g ue nt to add to the c o n th e r a lisatio n of the va lig ia.

A little bit of the pre se nteinve ntion? t h e to solve the prob lems I am over and move to and to f ile a va ligy provided with a new system of expiration with respect to the earth, for which the form of the va lig ia no n both le g a ta so lo q ue lla c irc o la re and of in which the va lig ia is stable and the space inside the va lig ia is the ma g g I re po ssib ile.

This discussion is achieved by means of the current investment which is based on a revised version 1.

If you take the pre se nte inve ntion, do you mpre nto sc o rrime nto mpre ns a g uide in th e rigid material, a p lure lit? d i c ine ct mo nta ti in de tta g uid e of a c ing hia a llo g ia ta in de tta g uid and supported by de cts c ine cts, the de tta c ing hia e sse ndo re a ly ssib ile fle ssib ile and lme nte par tia tio n and the stic o in a m ary. The guide in ma te ria le rig ido? mo nta ta on va lig ia, d ire cta me nte or d indir ct me nte; in the se c o ndo c a so g uida e c ing hia s no mo nta te su d i a e le me nto se par ra to c he? in its turn on the voyage.

Pre fe ristic ca ra tte ristic he s are no rta rta t he shores ndic a tio ns of pe nde nts.

If I c o ndo a spice pre fe re nzia le de ll? Inve nio nce the out ine cts are no d isposed in sing o the row and pre se nta n the fa c c ia of a ppo g io of the c ing hia no n plate, but sa g o ma ta per ma nte ne re the c ing hia on the c ine ct a nc he in the presence of force d ire tte the ra lme nt to the c ing hia ssa, a d e se mpio in c urva. To and if mpio the fa c ia d i a ppo g g io? formed by an a ng o lo c o nc a vo.

In a pre fe re nce ly re a lization, the c ing hia pre se ns to rest a length equal to or less than the length of the pe rc o rso de finite from the exit tti pe r the c ing hia ste ssa: in ta l mo do, when the c ing hia? sta ta mo nta ta in the g uids and on the fa c c e de i c output ine tti, e ssa e se rc ita a press on the ssi ssi c o s? to be able to rotate them when the c ing hia moves.

Does it go g io me nte, the ma te ria le de lla c ing hia? Rubber ? (where c o n g o mma inte nde l? a c c e tio ne p i? a mpia d i ta le vo c a b o lo, c o mpre nde ndo o lla g o mma na ture and synthetic, ne o pre ne, TPU and ma te ria li g o mmo si in g e ne re) for a better take on the c ing hia on the outputs.

If I c o ndo a? a ltra re a lizza zio de ll? Inve ntion, the guides have a n o ma no n c irc o la re and c o mpre ndo n a rettiline po rio n in c o rspo nde nce of the part of the b a se of the va lig ia, for a ume nta re the po rtion of c ing hia to c o nta cto c o n the earth no.

If I c o ndo an additional spice of ll? inve nzio ne, at least one of the c left ine tts? motorized to transmit a mo t to the c ing and move the va lig ia.

In an ulterior re a lisation, the guide and the c ing hia are mo nta te on one and the m e nto se par to, which is fixed to the va lig ia.

L? inve nzio ne fo rnisc e nume ro si va nta g g i respect to the te c nic a no ta. The pres ence of c ine cts and a c ing hia fle ssib ile mo nta ta on a stiff guide to give you a g ra nde fle ssib ilit? in the pro g e cta tio n of the fo rma of the va lig ia. C o mbina tio ne between c output ine cts, c ing hia (tub o la re) fle ssib ile and lme no in part and the stic a and g uide to support and mo nta g io of the c output ine tti rig ida for th e rme c t to follow a guide e c ing hia for rc o rsi no n ne c e ssa ry me nte c irc o r c o m e n th e c n ic a n e. I c output ine tti sa g o ma ti per tra tte ne the c ing hia (or vic e versa) and the d ime nsio ni re la tive of the c ing hia e guide, va le a d ire for the time of the finished from the c e rts, a ssic ure no that the c ing hia is se mpre in th c o rre c t po sice.

Thereby ? a d e se mpio po ssib ile to ve re a po rio n of c ing hia e d i g uide that if g uo no a rc o rso rso ttiline o in c o rspo nde nce of part of the fo ndo of the va lig ia, for a ma g g io re sta b ilit? (if required) of the va lig ia a nc he c o n sa g o me a lte e stre tte. Furthermore , ? po ssib ile to de ply the c e rts in a simm tric way, with a greater number of c e e cts in the part b a ssa of the guide for me to support the I know of lla va lig ia.

These and other va ntag g i sa ra nno illustrate to pi? in de tta g lio c o n

with reference to the figures used for illustrative and not limiting purposes, in which:

? figure 1? a front view of the va lig ia if c o ndo the pre se nte

investment;

5? figure 2? a view from the ground of the go lig ia if c o ndo la pre se nte

investment;

? figure 3? a sc he ma tic a la ra le view of the va lig ia se c o ndo

the pre se nte investment;

? figure 4? a de tta g lio view of an output a llo g ia to 10 a ll? inside of the guide d i c ui? do ta la va lig ia if c o ndo la

pre se nte investment;

? fig ures 5a? 5d are no sc he but tic views of other a lisations

de ll? investment.

15 The va lig ia if c o nd the pre se nteinve nio nd c o mpre nde a c o rpo 1 c a vo r to llo g ia t to one's own in- ternal indu cents, o g g e cts, and c c., Which is inter ned between move.

L? use to re pu? do c ilme nte mo vime nta re the va lig ia by means of a lme no a guide 2, 3 of the material the rig ido nta ta on at least a 20 part of the c o rpo of the va lig ia a ll? inside of th ua le sc o rre a c ing hia 4, 5 of ma te ria le fle ssib ile.

Pi? in de tta g lio, one or more? Rigid material guides, pre fe rib ilme nt two guides 2, 3 are mo nta te on the surface and ste rna of the c o rpo 1 of the va lig ia in a form-based mode re a pe rc o rso without end to ll? inside of the 25 q ua le sc o rre a c ing hia f le ssib ile 4, 5. The mo to re la tive of sc o rrime nto between the c ing hia f le ssib ile and the guide? o c ted by means of a mo nta ti a ll output? inte rno of the guide on q ua li the c ing hia pu? slide .

Are the c ing hie fles ssib ili 4, 5 a c o nta cto c o n th e terre no and following the thrust force or tra ction and se rc ita ta from ll? to use on the c o rpo of the va lig ia, pre fe rib ilme nt by means of a handle, or similar means, the c ing hia fle ssib ile sc o rre on the outputs in e cts to ll? inte rno de lla guide, c o nse nte ndo l? a va nza me nto de lla va lig ia.

It should be noted that the guides 2, 3 are a lized in the rigid material, pre fe rib ilme nte al aluminium, and are no c o nfo rma te in re la tio n to the fo rma of the c o rpo of the va lig ia on which le ow no e sse re mo nta te.

Obviously, the guides are mo nta te in a way that the d ire tio n of the sc o rrime nt of this sy point of the c ing hia c o inc ida c o n the d ire tio n of a va nza me nto de lla va lig ia.

If you c o nd a preferred form of a lisation, illustrate th e fig ures a lle g to you, the c o rpo 1 of the va lig ia? formed by two surface surfaces 10 and 11 and one surface with internal surface 12 which has two surface surfaces.

By default, the two surfic i la te ra li 10 and 11 are not pious, and there is a fo rma so sta nzia lme nte a c upo la (o a c a lo tta) a b a se c irc o the king.

Ne se g ue c he, c o me visib ile in the view the ra le of fig ure 2, the va lig ia po ssie of a c o rpo c ilindric o fa c t and c e c e tio ne for surfic i la ra them c o nfo rma te a c upo la, e c o me verr? de sc ritto me g lio in the following, the mo to de lla lig ia a vvie ne long or the supe rficie inte rm e d c he c o lle g a le supe rfic i la te ra li, long or a d ire zio ne pe rpe ndic o la re a ll? a sse X of the c o rpo c ilindric o of the va lig ia.

Pre fe re nza, the c o rpo de lla va lig ia? divided into two se mipa rti, c ia sc one of the q ua li c o mpre nde a supe rfic ie la ra le and me t? of the supe rfic and inte rme dia c he the c o lle g a, in other par ro le, the two se mipa rti are a liz e to start from a plan A-A pe rpe ndic o la re a ll? a sse X of the c o rpo c ilindric o pa ssa nte for the middle of the supe rfic i inte rme dia 12 c he c o lle g a le supe rfic i la ra li 10 and 11.

The two se mipa rts are symmetrical with respect to the planes A-A, in order to o tte a distribution and q uilib ra ta of the pe s of the va lig ia.

The two se mipa rts are no win or the t between the ro me nte nt means no ti of win o the re c ipro c o d type re v rsib ile for the purpose of c o ning the closure and l? a pe rtura of the c o rpo of the va lig ia.

If you c o nd a preferred form of a lisation, the two se mipa rti are win or t between them in a v rsible way by means of a c e rnie ra la mpo 20 c he for rc o rre q ua is all the surfice and inte rm of the c o rpo of the va lig ia.

Two guides 2, 3 of the form c irc o la r, are win or te on the supe rfic and inte rm of 12 of the c o rpo of the va lig ia, c ia sc one in c o rrespon nce of a se mipa rte, and pre fe rib ilme nt, the guides 2 and 3 are a ly dy a ly th e d u sectio n profiles of aluminum, or of a lter the rigid material and of the c o nte mp le g e ro , in order to c o nte ne the weight of the va lig ia.

All? inside d i c ia sc a guide 2 and 3 are no mo nta ti una p lura lit? c e ine cts 30 c he c o nse nto no the sc o rrime n of a respec tive c ing hia 4, 5 without end, re a lizza ta in ma te ria le flesib ile, mo nta ta in c ia sc a guide to c o nta cto c o n i cs ine cts 30.

How visib ile in the fig ures, the c ing hia? pre fe rib ilme nte se c irc o the king, in the full material; for the purposes of the pre se nte de sc rizio ne c o n th e rmine c ing hia intends to end c o munq ue a e le me nto tub o la re, o vve ro no n plate, c o n sectio ne polig o na le o, pre fe rib ilme nte, c irc o la re, a t to d e sse re a llo g ia to on the supe rfic ies of the out ine tts 30, which are no sa g o ma te, a ta le end, in a way to lme no in part c o mple me nta re to the section of the c ing hia c o s? to reduce the movement of the c ing hia compared to the output, to the se mpio in c urva.

Co me g i? de tto, the c ing hie are a lis ed in ma te ria the ssib ile fles, pre fe rib ilme nte in material and the stic o or part lme nt and the stic o, a d e se mpio ne o with or from other ma te ria l syte tic s sta mpa b il or d e strudib ili c o me i pol lure ta ni te rmo pl stic i o g o mme te rmo pl stic.

Le c ing hie se c o ndo l? Inve nio n po ssie do no in c o ndice no n de fo rma ta, it goes to rest, a length equal to or less than the length of the period de fined by the do you c c e of the c outputs, in a way to c o nse ntire a c o nta ct devoid of g io c hi c o n the supe rfic i d i ro to the me nt of the c exit ine cts q ua ndo la c ing hia? inst lla ta in the guide c o rresponsion; p i? in partic o la re, la c ing hia pre me r? on the out cs. The mo nta g of the c ing hia in the guide c o rrisk nde nte nte nte nt of the fo rma ndo and the stic a me nt the c ing hia fle ssib ile, a ume nta ndo n the length for a g e I want the mo nta g g in the guide. The rite and the stic o of the c ing h o ry with its inde rma ta c o ndice with the c o nta c to c o n the supe rfic ie of the c d ine tti a ll? inside of the guide c o n a suffi cient pression to ffinc h? the c ing hia po rti in ro ta tio ne the c ine cts. If you mpre to r ro ta tio n th e c e rts, the c ing hia? re a lizza ta in ne o pre ne or d a lter ma th r the fle ssib ile and pre fe rib ilme nt of g or mmo s type, c o n b a sse its own t? sc o rrime nt with respect to the ma ry of the surfic ies of the outputs.

As shown in the view of the th e ra le sc he ma tic of fig ure 3, are the outputs in e cts no mo nta ti a ll? inside of the guide to the inte rva lli of the space reg o the ri e l? a sse of ro ta tio n of c ia sc a c output? for the rpe ndic o r the d ire tio n of the mo vime nto of the c ing hia.

If I c o ndo a po ssib ile form of re a lisatio n, one or more? C ine cts are mo to rized in a way by po rre in ro ta tio ne the c ing hia to c o nta cto c o n e ssi, and then do c ilita re a ll? use the mo vime nta tion of the va lig ia.

Fig ure 4 shows in de ct g lio a c e output from which? do ta la va lig ia if c o ndo the pre se nteinve nio n, and sso ssie of a la ture 31 or sa g o ma ture on its supe rfic e of the rotate la m nto on that sc o rre your c ing hia fle ssib ile.

La sc a na la tura pu? a ssume re d ive rse fo rme, a d e se mpio a V or a d U.

C o nfo rma tio n of th e supe rfic i n e of the m e nto of the c o nt e c o nt to improve the c o nta cto c o n la c ing hia 4, 5 c he d i pre fe re nza ? do ta ta c irc o l s e c tio n.

In addition, the presence of a sc a na la ture on the supe rficie of the c o nta c out ine cts with c o nta cto c o n the c ing hia fle ssib ile c o nse nt of e life during the mo vime nt of the va lig ia, e d in pa rtic o la re q ua ndo you de side ra e ffe t your re c urve o c amb d ire tio n, po ssa verific a rsi l? a llo nta na me nt of the c ing hy from the position of the sc or rrime nt in the guide.

AND? c hia ro c he in virtue? of the sc o rrime nto re la tive between the c ing hia fle ssib ile and the guide by means of the c outputs, the c o rpo of the va lig ia no n? I am in ro ta tio n during the mo vime nto.

Co me g i? de tto, if c o ndo a po ssib ile to create a c ing hia po rio n and d i g uid if g uo no a rettiline p rc o rso rso or in c o rrespo nde nce, pre fe re nce, d i part of the fo ndo de lla va lig ia, for a ma g io re sta b ilit? (if required) of the va lig ia a nc he c o n sa g o me a lte e stre tte.

Fig ure 5a shows an ad hoc ad lisatio n form, in which the c o rpo of the va lig ia po ssie de fo rma apar lle the pipes and the c ing hie fle ssib ili 4 and 5, mo nta te a ll? inside of the guides that are no sa g o ma te if c o ndo the form of the c o rpo of the va lig ia and mo nta te on its supe rficie, c o nse nto no the mo vime nta tio n of the suitcase .

Fig ure 5b shows an ulterior form of re a lisatio n in which the guide and the ssib ile f ile are mo nta te on a s e le m nt se par to 1? T h e is win o n th e c o rpo of the va lig ia for c o nse ntire the mo vime nta tio n.

Obviously, in this c a so the p rc o rso c hiuso de finite from c iasc a guide and from c ing hia fle ssib ile mo nta ta to ll? inte rno d i and ssa pu? a ssume re fo rme div rse, a se c o nda de lle e sig e nze.

In addition, if you c o ndo a further re po ssib ile form of re a lisatio n, the guides 2, 3 are a llo g ia the par tia lme nte to ll? inte rno de l c o rpo de lla va lig ia: the part and ste rna? q ue where the c ing hia comes to c o nta cto c o n the earth no. If I c o ndo a? a further a lisa tion, shown in fig ures 5c and 5d, what can? e sse re c o mbina ta c o n q ue lla su pra me nzio na ta, guide e c ing hia so no mo nta te a ll? inte rno of the c o rpo of the va lig ia and only a po rtion of c ing hia fle ssib ile spo rg e a ll? and they are in c o nta to c o n its lo, as shown in the side view from the front of fig ure 5d.

Claims (8)

CLAIMS 1. Carrying case with mpre nde nde nde nd means of sc o rrime nt with respect to th e rre no deviate from wheel, of mpre nde nde nde nde nde nd means of sc o rrime nd c o mpre nde nd a closed tubular profile what? in part in c o ntact c o n the land no e c he muo ve ve compared to a plura lit? of sc o rrime nto supports mo nted in at least a guide available on the c o rpo of the va lig ia, charac terized by the fact that: de c tta a lme no a guide? re a lized in rig id material and suppo rs a plura lit? of c usc ine tti mo ntati ruo tabili a ll? inside of this guide; de tto pro filo flat tube closed? a c inghia without fine fle ssib ile mo nted in de ct to lme no a guide on the de cts c ex ine cts; de tta c inghia? made in a lm mate ry at least in part and lastic e and pre se ned to rest a length equal to or less than that of the pe rc o rso de fined by the fac c e of de cs out ine tti c o s? from e sse re te sa su de tti e ex ine tti when mo ntata in de tta guide; the supe rfic ies of de cts and ex ine cts are no sago mate at least in part in a way of drawn ne re de c e c e ntred on the face. 2. Carrying case if c o ndo ndic atio n 1, in which there are two guides c o nfo rmated in a mple me nt way to lme a part of the supe rfic e and ste rna of the c o rpo de lla va lig ia. 3. Suitcase if c o ndo ndic atio n 1 or 2, in which de cts and exits are arranged in a single row. 4. Suitcase if c o ndo ndic atio n 2 or 3, in which these guides are ste nd and ste rname nte to the c o rpo of the va lig ia and follow the form. 5. Suitcase if you have one of the shores 1 to 3, in which one of the guides are at least partially at ll? inte rn of de tto c o rpo of de tta va lig ia. 6. Suitcase if you have one of the pre c e de nti shores, in which a po rio n of the rc o rso of de c tta guide e de tta c inghia? re ttiline o to provide a de tta va lig ia with an e ste sa supe rfic i ng on the ground. 7. Suitcase if there is one of the pre c e de nti shores, in which at least one of the de cts is released? c o n an e x with a mo to re. 8. Suitcase if with one of the pre c and de nti shores, in which the guide and the handle are mounted on a se parated and fixed win or side a lla de tta va lig ia.