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تبلیغات تجاری گروه تخصصی تعمیرکاران (تعرفه تبلیغات)

ali-ras

عضو انجمن
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تمامی مطالب نوشته شده توسط ali-ras

  1. http://www.s-manuals.com/img/printer/hp/hp_lj2400.pngسرویس منوال Service Manuals Printer HP 2410 hp_laserjet_2400_series_service_manual.pdf.zip
  2. اگه تصویر از نصف دیده بشه خازنهای قسمت ورتیکال و خود ای سی احتمالا معیوب است .وخازن های یوک و دور اطرافش یه نگاهی بیانداز . اگه ای سوخته باشه تلوزیون خاموش میشه وتصویر نخواهی داشت.
  3. آیا میدانستید با استفاده از لیزر سی دی رام یا دی وی دی رام میتوان روی اشیاء حکاکی یا برش انجام داد. پس به عکس های زیر توجه کنید. http://danyk.wz.cz/laser_01.jpg http://danyk.wz.cz/laser_03.jpg http://danyk.wz.cz/laser_05.jpg http://danyk.wz.cz/laser_08.jpg http://danyk.wz.cz/laser_09.jpg http://danyk.wz.cz/laser_10.jpg http://danyk.wz.cz/laser_11.jpg http://danyk.wz.cz/laser_12.jpg http://danyk.wz.cz/laser_14.jpg ir@n2
  4. Inverter 12V / 15-21V notebook Often it is necessary to power the laptop in places where there is no alternate available network, but only 12V DC source such as batteries, car batteries, onboard vehicle network or solar cells. It would be inefficient and unnecessarily difficult to construct a converter from 12V to 230V/50Hz, which would subsequently pulse source powered laptop, again creating a small DC voltage. Therefore, it is preferable to use direct DC / DC converter, which adjusts the tension in a single step. Power supply various laptop may vary, but usually ranges from 15 to 21V. Output voltage is always higher than the input and was therefore chosen topology Enhancer (in the article on converters is A). The circuit can be used for purposes other than power laptop. Can be adjusted as the inverter 12V / 24V to 24V power from vehicle electrical appliances or 12V battery. Control circuit is known UC3843 , UC3842 is similar to the lower UVLO, which begins to work from 8.5 V Serves as a switching element MOSFET low-voltage conductivity N. It can be any type of voltage UDS 25-60V. Its on-state resistance should not be higher than 6mR and switching times below 100ns instead. Can be used 06N03LA SMD types, or FDB6670AL N306AS, which can be obtained from the PC motherboard. It is also suitable IRF2804S of GME. SMD transistor does not need a cooler. Just cooling pad on the PCB, because the loss is due to low resistance sepnutému small. Can also be used with conventional transistor case, IRF3205 or IRF1405 example. The classical types of resistance is not closed so critical because they can be screwed to a heatsink. Because the operating voltage is sufficiently small, D1 is Schottky type with low loss. Loss on it at full load is about 2W and requires little cooler, which is screwed or soldered. I used SBL1040CT type (10A, 40V) ATX PC. L1 has at least 1 mm and 15T wire is wound on a ring železoprachovém also obtained from its base. The ring is green-red (permeability 55), has an outer diameter of 16mm, inner diameter of 8mm and height of 6mm. You can also use more white or yellow-green-blue koužek eg AT or ATX (both the permeability of 75). Increased permeability to achieve the same inductance with fewer turns. Too few threads may appear excessive heating of the core. The minimum input voltage of the converter is 8.5 V, maximum input voltage is equal to the output voltage. The output voltage is determined by resistor Rx. The Calculate the formula: Rx = (U OUT - 2.5). 1880 for example. for the output voltage of 20V and is based around 33k to 31k based on 19V. Select the output voltage of your notebook. Inverter switching frequency is about 80KHz. Maximum load 4A. Efficiency is greater than 90%. Enhancer disadvantage is that (without adding additional active power components) can not have protection against overload or short circuit. In such a case will be blown PO1. Even after closing the T1 is a current can flow from input through L1 and D1 output. If it bothers you, you can use this converter . Inductance L1 proved about 60 - 240uH. Larger inductance does not make sense because of the unnecessarily large size and SS resistance, inductance again with less risk of excessive ripple current flowing to her stress and unnecessary components. When too small a number of turns (too much tension on the thread) may also železoprachové core overheats. http://danyk.wz.cz/noteb.png Schema converters from 12V to 21V 15-notebook. drive for laptop. board from a PC, which can be obtained from the MOSFET, železoprachové core, and sometimes electrolyte Schottky diode. Green-red železoprachový koužek winding and winding. http://danyk.wz.cz/noteb_01.jpg http://danyk.wz.cz/noteb_02.jpg http://danyk.wz.cz/noteb_04.jpg http://danyk.wz.cz/noteb_03.jpg ir@n2
  5. جناب میان آبی توبخش تابلو های ثابت مدار گذاشتند. ضمنا با شابلون در نمیاد به یه تابلو سازی که دستگاه لیزر داره مراجعه میکنی بعد با با نرم افزار کرول به اندازه ای که می خوای حتی جای ال ای دی ها رو هم در میاره . تشکر ir@n2
  6. مدار چشمک زن برای دور تابلو می خوای درست کنی؟
  7. سلام تابلو روان دو نوع می باشد 1 - دست ساز که باید مادر برد - برد ال ای دی رو خودت مونتاژ کنی و یه کم مشکل و هگز تابلو رو روی ای سی قفل شده تهیه کنی 2 تابلو روانهای چینی دارای مادر برد آماده برد ال ای دی بلوکی و تغذیه که بوسیله سیم فلت به هم ارتباط پیدا می کنند و تغذیه می دی و بوسیله پودت کام یا یو اس بی به کامپیوتر وصل میشه وبا نرم افزار مخصوص برنامه ریزی میشه و به داخل حافظه مادر برد انتقال داده میشه .این خلاصه در خواست شما تشکر
  8. سلام اسم پسوند برنامه هایتان را بنویسید
  9. ali-ras

    ضبط کننده صدا 60 تا 120 ثانیه

    با زبان اصلی 60-120 Second Circuit Digital Voice Recorder http://320volt.com/wp-content/uploads/2012/05/60-120-saniye-dijital-ses-kayit-devresi.jpg Position of materials, indicated on the print. ( refer to wiring diagram. ) ISD1760 (60 sec), ISD1790 (90sn), ISD17120 (120s) 1N 4007 7805 3 LED bulb condenser microphone 1 unit 3 units 3 units 1K, 82K 1Adet 4.7k 2 x 10K 7pcs 100nF 2 x 4.7 mF 1 Quantity: 470mF Record sw push-and-drop switch 4 buttons, one for aux in jack connector (Record: yellow, busy: green, power: red LED) When I first got this circuit, I, was a bit crappy. I pressed the subject ... Then again formally organized. In this circuit, as a brother stepped on it and sold it on the market or even a little vulgar. http://320volt.com/wp-content/uploads/2012/05/isd1760-60sn-isd1790-90sn-isd17120-120sn-digital-volume-control-system.jpg http://320volt.com/wp-content/uploads/2012/05/ses-kayit.jpg Now an electronic worker has developed a little more, the new version is printed, sell. I share, I said that I have the old. nor is there a new one. When New phakic what you say, the only difference between a sound output IC was added, that's all. His own voice in the audio output of this circuit is not low. suffices. Until you hear is the sound of a mobile radio.We wish you can add the output of course. I have attached drawing file, proteus ares. Status of the circuit that was impossible, at least a thousand. Do not short circuit the ends of a single HP need to be careful. NOTES ON THE CIRCUIT: 60 seconds while recording the audio output of this circuit is available on its own. Desired output power for professional use aux out can output to an amplifier. Condanser in circuit with the microphone you can make an audio recording of a very sensitive, such as the position of the circuit jumper, "MIC" to "Aux" aux in the entrance of a taking can also register. This entry dvd, vcd, phone radio, mp4, you can save by implementing the direct sound devices such as PC. Use 4-16 ohm 0.5W as a speaker to speaker. Voltajımız feed at least 5 volts. Feed with 12 volts. To regulate the voltage to 5 volts to operate our circuit does not affect the rise and violet. When we give energy to our circuit, our circuit is ready to work we will notify burning power ledimiz. HOW TO REGISTER TO DO? To record in rec / play switch, press the illuminated mimic diagram turns on and you should see the record.Record LED is lit, this to us, the record shows that at the time of the circuit. Ledine busy this time to look at this. Because all the movements of busy entegremizin LED lamp has been translated to us. For example, while the record key not pressed, it means that there is space for recording Ledin be illuminated. Means the area to be filled with the light goes out when you register. Recording by pressing the key again to end the recording stop sw record. PLAY: Play button to listen to our record. During this busy time LED will flash and the sound is cut. SOUND SET-UP: Audio button can also adjust the volume. Each button will increase the sound level in the 5th basışımızda 4 pressing it again will be a minimum of time. Then again, every basışımızda will increase. DELETING A RECORD If we pay attention the first basışımızda Delete button engaged and integrated LED lamp flashes twice prepares deletion. If I continue to press our hands and lifting, the busy LED lights-off exactly seven times, and completely deletes entegremizin inside. This deletion can not be undone. MOVEMENT BREAK RECORDS Forward button to fast forward button. Registration key, press and turn off before the time expires, then you can add records. When you register with the key taken second place to register again. Then register with a third place. Here, these records include "forward" button and you can choose from. Each one when we move up on the next record. And when we press the play button plays that recording. If you hold the key for a long time to reach the last record and the playa is the first record of when we heard the speaker means. Note: The Aux input audio recording instead of going to Aux Mic Do not forget to jumper position.
  10. HP LaserJet 2300 Series - Service manualhp_laserjet_2200_service_manual.pdf.zip
  11. HP LaserJet 1320 Series - Service manualhp_laserjet_1160,_1320_series_service_manual.pdf.zip
  12. HP LaserJet 2100 - Service manualhp_laserjet_2100_service_manual.pdf.zip
  13. HP LaserJet 1100A - Service manualhp_laserjet_1100a_service_manual.pdf.zip
  14. HP LaserJet 4V - Service manualhp_laserjet_4v,4mv_service_manual.pdf.zip
  15. HP Color LaserJet 2500 - Service manualhp_color_laserjet_2500_service_manual.pdf.zip
  16. HP Color LaserJet 1500 - Service manual hp_color_laserjet_1500_service_manual.pdf.zip ir@n2
  17. Samsung CLP-300 Error status 1. Missing/Invalid Consumables Install Cyan (Magenta, Yellow, Black) Toner Install Transfer Belt Invalid Cyan (Magenta, Yellow, Black) Toner Invalid Transfer Belt 2. Paper Empty/Mismatch Paper Empty In MP(Tray1, Tray2) Load A4 In MP(Tray1, Tray2) 3. Paper JAM Jam 0 In MP(Tray1, Tray2) Jam Inside Printer Jam In Exit Area 4. Cover Cover Open : Message toggles between Cover Open and Install Transfer Belt SCF Cove Open 5. Service Call : Unrecoverable Error Engine LSU Error Main Motor Error / Dev. Motor Error Engine Fuser Over(Low) Heat Error Rear Fan Error / Left Fan Error / SMPS Fan Error 6. Others Memory Overflow Error Ready IP Conflict
  18. ali-ras

    فرستندها و گیرندها

    اصول کار فرستنده های FM اصول کار فرستنده های FM به این مدار دقت کنید. این مدار یک نمونه کوچک فرستند FM میباشد . در فرستنده FM ابتدا صوت از طریق میکروفن تقویت شده و با تحریک دیود واریکاپ که یک دیود خازنی است . فرکانس اوسیلاتور را تغییر میدهد.واز این طریق سوار موج حامل می گردد وبعد تقویت از طریق انتن ارسال می گردد.به این نوع فرستنده اصطلاحا Frequency Multiplication گفته میشود که به اختصار FM می گویند. http://electriciantraining.tpub.com/14189/img/14189_39_1.jpg محاسن این روش: پهنای باند بالا - کیفیت مطلوب صدا - حذف راحت پارازیت و غیره معایب : موانع باعث شکست فرکانس میشود و برد کاهش می یابد و غیره تشکر ir@n2
  19. سلام تقدیم به شما دوست عزیز p200892918920.pdf
  20. تابلو با فاصله 1.5 مناسب دید از دور و نزدیک هم هست ولی اگه فاصله 1 سانت باشه از نزدیک بهتر دیده میشه .چون هاله که دور ال ای دی ایجاد میشه اگه زیاد نزدیک بشه باعث در هم رفتگی نور ال ای دی ها میشه .وبنظر من همون 1.5 سانت مناسب است . البته این مقادیر در تابلو روان است .در تابلو ثابت نزدیک باشه بهتره تشکر
  21. سلام این هم یه مداره ساده از مجلات الکتور از 12 تا 30 ثانیه قابلیت تاخیر دارد . تشکر http://www.electroniq.net/sites/default/files/imagecache/main/img/stair-light-circuit.JPG http://www.tamirkaran.ir/forum/data:image/jpeg;base64,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 [ATTACH]7507[/ATTACH]
  22. ali-ras

    فرستندها و گیرندها

    اصول کار فرستنده های AM در پست بعدی مختصری در مورد فرستنده های اف ام توضیح داده خواهد شد.
  23. ali-ras

    فرستندها و گیرندها

    سلام ابتدا یه نمونه فرستنده کوچک AM ببینید http://www.circuitstoday.com/wp-content/uploads/2008/04/am-transmitter1.JPG همینطوری که میبینید صدا توسط میکروفن تقویت شده و به اسیلاتور تزریق میشود به این روش اصطلاحا AM یا AUDIO MODULATION چون موج صوت مستقیما روی موج تولید شده یا موج حامل سوار میشود.این روش برای مسافت های طولانی مورد استفاده قرار می گیرد و در برخورد با موانع شکست موج و تضعیف کمتری دارد و از معایب آن پهنای باند کمی که دارد کیفیت صوت یا صدای دریافتی خیلی کم است . پارازیت پذیری خیلی زیادی دارد و حذف پارازیت در گیرنده تقریبا غیر ممکن میشود.یکی دیگر از معایب ان احتیاج به انتن خیلی بلندی دارد .به شکل زیر توجه کنید. صدا با چند طبقه تقویت بر روی موج حامل که اون هم در طبقه خروجی ار اف قرار دارد بوسیله قسمت مدولاتور که اونهم معمولا از ترانس تطبیق امپدانس استفاده میشود سوار می گردد.توجه کنید که صدا چگونه بر روی سیگنال ار اف قرار می گیرد. http://electronicstechnician.tpub.com/14088/img/14088_16_1.jpg تشکر.ir@n2
  24. ali-ras

    فرستندها و گیرندها

    در این تایپیک اصول کارکرد و تعدادی از مدارات فرستنده و گیرنده رایوئی قرار خواهد گرفت . iran
  25. سلام کار جالبی است اگه بشه ال ای دی ها بصورت آرام و فید شده هم افکت داشته باشند خوبه.تشکر
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