Sensor de Nível para Líquidos

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    ^hg~`zh~ bh G|hi h Nepenkbebh

    Dhibhz Egkjei Dhzckgk

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    :

    Rpkn`~ Ej`zbeb`~ N`gnhkr`~ Kgrz`bx` Nezenrhz~rkne~ Rkp`~ bh Chbk` bh G|hi \egreahg~ B

    h~|egreahg

    ~ Beb`~ Rngkn`~ Epikneh~ Lxgnk`gechgr`

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    >

    Kgrz`bx`

    Je~knechgrh uxeiuxhz rkp` bh

    exr`ce`) kgbklhzhgrh b` zec` bherk|kbebh) p`bh zheik}ez=

    Bhrhn`

    Rzeg~lhzgnke

    E|eike` bh ~kgek~'

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    2

    Kgrz`bx`

    E chbk` b` g|hi je~regrh

    kcp`zregrh peze e cek`zke b`~pz`nh~~`~ kgbx~rzkek~) g`chebechgrhpeze pz`nh~~`~ zhienk`geb`~ n`c=

    E pz`rh` ecjkhgrei N`c e ~haxzege bh xce ljzkne N`c e uxeikbebh b`~ pz`bxr`~) hrn'

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    Kgrz`bx` @~ bk~p`~krk|`~ bh chbkbe bh

    g|hi chbhc = E p`~k` be ~xphzlnkh b` iuxkb`~`jzh xc

    p`gr` bh zhlhzgnke

    E eirxze dkbz`~rrkne nzkebe phi` iuxkb` nxme~xphzlnkh ~h bh~hme n`gdhnhz'

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    c#^ebe = N`grer` ^_BR $nde|h+ / 2#:? e b`k~ lk`~

    $rzeg~ck~~`z+#Cerhzkek~ hc n`grer` n`c ` pz`nh~~` = EK^K >?2)>5< `x __#Rhcphzerxze = er 5?? N $EK^K+ /

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    _`bhc ~hz xrkik}eb`~ n`cbk|hz~`~ cerhzkek~ n`c`=

    # axe)

    # _z`bxr`~ uxckn`~)

    # N`cjx~r|hk~)

    # Eikchgrnk`~)

    # Kgliec|hk~)

    # @xrz`~'

    Rkp`~ $Nezenrhz~rkne~) Xrkik}e` h

    E~phnr`~ l~kn`~+

    Jke Ierhzei

    ^` kg~rzxchgr`~ xrkik}eb`~ g`

    n`grz`ih h bhrhn` bh g|hi bh iuxkb`~hc reguxh~ `x zh~hz|erzk`~ uxhzhuxhzhc p`~k` bh c`greahcierhzei) ~hme p`z=

    # leire bh h~pe`

    # bh|kb` e` reguxh ~hz cxkr` eir`'

    Epzh~hgrec l

    nki kg~reie`) g`ghnh~~kregb` bh eikchgre` hirzkne'

    Bk~p`gb` bh |zke~ `ph~ bh n`ghth~e` pz`nh~~`) |hz~h~ peze zhe~nie~~klknebe~) h xrkik}|hk~ hc xceecpie lekte bh rhcphzerxze/pzh~~`)h~rh~ kg~rzxchgr`~ ~` ~`ixh~ bhazegbh |hz~erkikbebh h n`glkejkikbebh'

    BEB@^ RNGKN@^#Bklhzhgnkei = lkt``x emx~r|hi#^ebe = n`grer`^_BR#Cerhzkek~ hc n`grer` n`c ` pz`nh~~` =E`Kg`t#Rhcphzerxze = #:? e :8? N#_zh~~` = er :8 fal/nc:

    #Bhg~kbebh = cg' ?)1 fa/bc>

    #\hz~h~ peze zhe~ nie~~klknebe~

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    5?2

    #^ebe = zhi ^_BR `x B_BR#^hg~kjkikbebh = emx~r|hi#Rhcphzerxze = er >;4 N#_zh~~` = er : fal/nc:#Bhg~kbebh = cg' ?)?: fa/bc>

    #\hz~h~ peze zhe~ nie~~klknebe~

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    :>

    Bk~p`g|hk~ hc c`bhi`~

    peze n`gbkh~ nzrkne~ bhrhcphzerxze h pzh~~` `xepikneh~ ph~ebe~ n`c`ckgzk`~) jzkre) hgrzh`xrz`~'

    Rkp`~ $Nezenrhz~rkne~) Xrkik}e` h

    E~phnr`~ l~kn`~+

    Nepenkrk|`Bh~hg|`i|kb`~ peze e chbk` hn`grz`ih/bhrhn` bh g|hi)

    G` epzh~hgrec pezrh~ c|hk~ hbh|kb` e` ~hx pzkgnpk` bh `phze`$ZDL/nepenkrgnke+) ~`htrzhcechgrh |hz~rhk~) p`bhgb`~hz xrkik}eb`~ n`c `~ cek~ |ezkeb`~pz`bxr`~ =

    # iuxkb`~ n`gbxrk|`~ x g )

    # |k~n`~`~)

    # eazh~~k|`~)

    # cerhzkek~ azegxieb`~)

    # p~)

    # p ipe~)

    # hgrzh `xrz`~'

    BEB@^ RNGKN@^

    Nde|h bh G|hi # Nepenkrk|`=#C`bhi`~ bh de~rh = zakbe `x liht|hi#Cerhzkei be de~rh = EK^K>?2#^ebe = zhi ^_BR#Rhcphzerxze = #:? e 58? N#_zh~~` = er 5? fal/nc:#\hz~h~ h~phnkek~ peze er 8>4 N) :4? fal/nc: h n`grz`ih bh er 2 pr`~'#\hz~h~ peze zhe~ nie~~klknebe~

    #Rzeg~ck~~`z bh g|hi=#

    C`bhi`~ bh de~rh = zakbe `x liht|hi# Cerhzkei be de~rh = EK^K>?2 $zh|h~rkchgr` `pn' bh __) _RLH+# ^ebe = 2#:? cE# Rhcphzerxze = #:? e 58? N# _zh~~` = er 5? fal/nc:#\hz~h~ h~phnkek~ peze er 8>4 N) :4? fal/nc:#\hz~h~ peze zhe~ nie~~klknebe~

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    :2

    \hz~h~ = de~rh h bkepe~`'

    Hgrzh e~ epikneh~ rpkne~ be|hz~` de~rh hgn`grzec#~h `n`grz`ih bh g|hi eir`/jekt` bhcerhzkek~ n`c` az`~) ze`)p~ $nkchgr`) lezkgde) nei)

    hrn'+) ezhke) jzkre) hrn'

    E |hz~` bkepe~` p`bh ~hz hccerhzkek~ ~ikb`~ bh jektebhg~kbebh n`c` ndkp~ bhpi~rkn` `x k~`p`z) azegxieb`~ hhc pz`bxr`~ iuxkb`~ n`c`axe) uxckn`~) eikchgrnk`~)hgrzh xrz`~'

    Rkp`~ $Nezenrhz~rkne~) Xrkik}e` h

    E~phnr`~ l~kn`~+

    \kjzerzk`Bh~hg|`i|kb`~ peze `n`grz`ih/bhrhn` bh g|hi bh

    cerhzkek~ ~ikb`~ `x iuxkb`~ hcreguxh~/~ki`~)

    _`bhc ~hz kg~reieb`~ regr` g` r`p`n`c` ge ierhzei'

    Epzh~hgrec e~ ~haxkgrh~ |egreahg~

    =# g` p`~~xhc pezrh~ c|hk~)

    # z`jx~rh})

    # lenkikbebh bh kg~reie` h neikjze`)

    # pzerknechgrh g` bhphgbhzhc be~n`gbkh~ b` cerhzkei n`c`=

    # n`g~regrh bkhirzkne)

    # xckbebh)

    # hrn'

    BEB@^ RNGKN@^#C`bhi`~ = de~rh `x bkepe~`

    #_z`bxr`~ = ~ikb`~ $de~rh h bkepe~`+ / iuxkb`~ $bkepe~`+#Cerhzkek~ hc n`grer` n`c ` pz`nh~~` = EK^K>5?

    ^hg~`z bh G|hi peze

    iuxkb`~ Bhrhnre ` g|hi bh iuxkb`~ hc

    zh~hz|erzk`~'

    Lxgnk`ge erze|~ b` c`|kchgr`b` lixrxeb`z uxh ahze xc ~kgei

    ceagrkn`' H~rh ~kgei rzeg~ckrkb` exc ~hg~`z ceagrkn`' @ ~kgeibh ~ebe xc n`grer` G'E' `x G'L')

    bhphgbhgb` be p`~k` hc uxh l`zkg~reieb`) uxh p`bh enk`gez

    xc n`greb`z extkikez) xc zhi `x xcNI_'

    ^hg~`z bh G|hi peze iuxkb`~

    IE5

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    >5

    C`gkr`zechgr` bh g|hi bh lixb`~ @ ~hg~`z IF bh g|hi xc

    ~hg~`z uxh bhrhnre g|hk~ bhlixb`~) rhc b`k~ ~hr h zh~hr

    p`kgr~ emx~r|hk~ uxh~hz|hc) p`z hthcpi`) pezee|k~ez e rhcp` ~h ` lixt` b`chk` h~r ejekt` b` cgkc`ghnh~~zk`' Xc IF ~xj~rkrxker 2 ~qkrndh~ jkgzk`~)zhbx}kgb` lke`) cerhzkei hnx~r`~ bh c`greahc'

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    >:

    Lxgnk`gechgr`

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    >>

    Lxgnk`gechgr`

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    >2

    Zhi bh G|hi Epikne`

    @ zhi bh g|hi ikckrh J^ 2?bhrhnre `~ g|hk~ phi` ~k~rhcen`gbxrk|`' x~eb` peze ~kgeik}e` h n`grz`ih bh g|hi'Xce ~ebe e zhi n`c xc n`grer` zh|hz~`z k~hgr` bhp`rhgnkei) phzckrh ` n`grz`ih bh eiezch~ bh cgkc` `x

    ctkc` h n`cegb`'Hthcpi`~ rpkn`~ bh epikne`= pz`rh` n`grze lxgnk`ge#chgr` e ~hn` hc j`cje~ ~xjchz~|hk~ $p``~ ezrh~keg`~+)nekte~ b!axe) neibhkze~ `x uxeiuxhz ~`ix` eux`~euxh ~hme n`gbxr`ze'

    Lxgnk`gechgr

    @ zhi J^ 2?rhc ~ebe bh :2 \) n`zzhgrh eirhzgebe)uxh zhr`zge g`|echgrh e` zhi erze|~ be ~`gbe'@ hcpzha` bh n`zzhgrh eirhzgebe kcphbh e l`zce` bhn`zz`~` ge~ ~`gbe~) e~~kc n`c` e bhn`cp`~k` hihrz`#irkne b` pz`bxr`' G` zhi) htk~rh xc j`r` uxh phzckrhemx~rez e ~hg~kjkikbebh bh n`cxre`' Uxegb` ` iuxkb` erkgahe ~`gbe bh g|hi ctkc` ` zhi `phze) bh~`phzegb` ep~ `

    iuxkb` bh~n`jzkz e ~`gbe bh g|hi cgkc`'