Kit
Component Knowledge
Hole Solderless Breadboard
The breadboard has 2 split power buses, 10 columns, and 63 rows - with a total of 830 tie in points. This breadboard also has a self-adhesive on the back. You can stick it on any devices as you like. The boards also have interlocking parts, so you can hook as many together as you’d like.
* Dimensions of bare breadboard:165*56*10mm
Jumper Wire Pack of 20:
These are jumpers with male connectors on both ends.Use these to jumper from any female header on any board to any other female header. These Multiple jumpers also can be easily plugged into the breadboard. Comes as one pack of 65 jumpers with an assortment of colors.
Resistor
Description
Resistor (which usually denoted by "R") is a physical quantity, in physics, which shows the magnitude of a conductor's resistance to current. The greater the resistance of a conductor, the greater the hindrance.
Resistor is generally different from conductor to conductor, which is a property of the conductor itself. The unit of the resistor is the ohm and the symbol is Ω.
Functions
It can limit current, shunt and spread out voltage, etc.
Identification method for resistor
Capacitance
Description
Capacitance means the storage of free charge at a given potential difference, denoted as C, the si unit is Farad (F). Generally speaking, the charge will be forced to move in the electric field.
If there is a medium between the conductor, the charge will be hindered to move and accumulate on the conductor, resulting in the accumulated storage of charge. The amount of the charge stored is called capacitance.
Functions
It can be filtered, coupled, bypassed, etc.
Identification of volume (numerical counting) :
In the international system of units, the unit of the capacitance is Farad, the symbol is F, as the unit is too large, thereby the commonly used capacitance units have millifarad(mF), microfarad(μF), nanofarad(nF) and picofarad(pF), the conversion relationship is:
1Farad(F)= 10^3 millifarad(mF)=10^6 microfarad(μF)=10^9 nanofarad (nF)=10^12 picofarad(pF)=10^15fF
Diode
Description
Diode is an electronic device made of semiconducting materials (silicon, selenium and germanium, etc.). The diode turns on when a forward voltage is applied to the anode and cathode of the diode. (Diode on and off is equivalent to switch on and off. )
1N4148 is a small high speed switching diode, switching relatively fast, which is widely used in high signal frequency circuit for single guide isolation, communications, computer boards, television circuit as well as industrial control circuit.
1N4001 diode is a rectifier diode
Maximum periodic direction peak voltage:50V
Maximum RMS voltage:35V
Maximum DC latching voltage:50V
Maximum forward rectifier current:1.0A
Typical junction capacitance:30pF
Operating and storage temperature range:-65~175℃
Functions
It has rectifying, switching, limiting, adjusting voltage, protection and other functions.
Triode
Description
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
Triode, full name is semiconductor triode, also known as bipolar transistor and crystal triode, is a kind of control current semiconductor device, which can amplify the weak signal into a larger amplitude of the electrical signal, but also used as a contactless switch.
Triode is one of the basic components of the semiconductor, as the core component of electronic circuit, which enables to amplify the current.
It is a semiconductor substrate on the production of two very close to the PN junction, which divide the whole semiconductor into three parts. The middle part is the base area, both sides are the emitting area and collecting area, arranged in PNP and NPN.
2N2222 Triode:
Transistor type:NPN
Emitter breakdown voltage(Vceo):30V
Collector current(Ic):600mA
data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFoAAACLCAYAAADhyo6IAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAABYaSURBVHhe7V0JeBXl1X5vbkISwhZ2RdkMSxBBZI+yCPxsLRZFrbtW6/K4oLYoVqtiRGtd6lIFf9v6a6sWtQi4sEpA9iKIgAIGlDXIEggBspHtf9+5d24uMYE7cxezzHmeeZJ77zcz3/fOmTPnO+f9zkSXUhCgnDhxAnXq1Amwtb1m6k5hYWGNOY9QSE1NdUXbg8PZyyoCDtBWEbPZ3gHaJnBWd3OAtoqYzfYO0DaBs7qbA7RVxGy2d4C2CZzV3aoc0C6Xy+oYbLWP1HnMzkUXFxcH3FG1tdI+4AP7NdSEJdLncbvdRg+OHTuG48ePIzo6Go0aNUJMTAxKSkpgYU5X6ZCjrRxEba20twt0JM8jkA8fPox169YhLy8PcXFxxoUuKChAq1at0L17d0j7gx03L17g1kMns9LeDtC+W81Cv+yeRxp74MABLF++HJ07d0ZSUpKhxZLs7GysX78eixYtwpAhQ4Ied+Ao8+TBXtVAAImENpv9kKlYuXIl+vfvj5YtW57UvYYNG2LgwIFYsWIFVq9ebbQJRiwBHcyJquK+mzZtwhlnnPETkP372rdvX8yZMwdHjx5FgwYNbA+jVgOdlZWFnj17+sA7tGUL5t57L87q0QMDJk9GFM2XbHizZs3w448/OkDbVTM99OLj4327b3n/fayfPx+7uZ13yy1o3KGD8VvdunWRn59v9zTGfrVao6Wt8jTq1atngFFKVy5WoNDzKCkq8gGbk5ODxMREB2i7CDRu3Bjbt283TIPEFRXl+Ut3zpzQyI/OzMxEcnKy3dM4Gt2lSxcsXLgQ+/fvR4sWLXzgGre6172U19G0aVPICwlGaq3pkBuZkJCAfv36GS7ceXwoFtFcKAAQRc0+cuQIvqFbJ9t88cUXB4Oxo9HKTUqThw4dig1bt2Lb999DGdEifv/VV18hacAAXNinT9Ag1/qHoYmg/OOLqNEl55yD7fwyjho9gCA3DdIu+1+hWms6KlJT0y7rQSjzEUpxgPZD0z/EEOpwgwN0KNX2FMdygHaAjhACETqNo9EO0BFCIEKncTTaATpCCEToNI5GO0CHFwHRR8JM9T5pALVGo3NzmClJKBt77hFge0YUWicB9RXtD7PUfKCZKHnyXuDFfwNtugHvfgA02AMMHOXCrkPRaNIa+Bt/u6RveJG2xFRStiESTKWQnIemwc240Iwpbjz2eike/1MJjm12YfwdUaiXB/zy3mJcNbgI016og6uucGHbNiDWXeJDW+MsEWGIYw6FRGtQgYraWmkf6HHLtwvJeUygp7lx3cRSTHpQ43ThtqFR+ORQKWY+rM/FSOlRggXt3Ji1BhgQX7acx+CXsEWoxhttMnMCBcVq+0CPW75dqM5TcBDofLZCnp6w51DyYPZsUB4lBsU0K+54N7qRrnFgl5KyHg6eROd384np9jKX7I7D3M+SjQ516LCizoeaqdTyXGDdprIzXTIRGFboYV2VRlFnCfYO/hnUht/tK2sX6rFaAjrYq/pz7D9qNDD+DeAgaRnN4oD4+tzYES36i6aSb1kIrN8LDD4fKFxeptHM1Ia0uzUe6JE3A3OHENwKcCummY5qDLxJr6ML0V966LgBrh6ApX68jlAgXuOBFkWoPX3likRYdiQjTNvq55/H6ilTQaVHLim7J0iADKVUG6AzN25EPIkuCeVYnwYYQkxbZbe77IR+iy2bmSgvGMup4RFmvuePH4/Ns2cbh5LiX3DttWjWjU53CKVaAP39Z59h2qWXonm7drieNNs4Mox8QmpACTkY9MPKgDZXXfsDz+9c5Nm56tNIe79f/9ZbWPzQQ8gigUaS2Lw5hlKzu15/fQgh9hyqWgC9b80a5BPQA+npOE5Wpz/QpbzNOYuin8YHmQmwWEb63x982V6uZZcm55J8nvbgg1j39tvweNdA8ujRGP7yy2hEMno4pFoA7eYtLn9AnTX5cSeBIQ0VsAKbzE/jf9EFeHHIYjSaRslskMyou2M+qbn7aDIEcALbD3rySfT53e/Cga/vmNUC6IAQENikeHHxiWcT0PpMZqhALqJ5Wfnoo1j217+Cvxogt+ndG6Neew0t+TfcUnOA1gxOJkQ8ZoHM/6Ok0WQh7fv8c8NU7OaCIH5j0L76P/AAUh5/HLG6GBLu+vjvgVYDgNvG/RT2T/5G9+8A8OdHPBfJqtQcoE3PQgjw/yg99Chrnn0WK6jJebTPil206NTJsMXtRowQtj7ZzIlL6itA2h0VQ5hM033FXcDoKzm58fDTLUnNAVruHU2Eixrqot3N/uYbpD3yCNI//dTDEOXW7ZprMOiVVxDXpIlHiQm+7L8kbQHQcwxwceeK8UsioXRYd0YDP6/tQEuLpdV84G165x0soduWnZFhoNbgzDMx6I9/RPLNnCZ6fenysYyMDZy4tD+1knZrBGxlOztSIzTaYOjTt87duRNL/vAHbPzwQ8NMSDqNHYvBzzxjuG2lXDvokuvnXSnrD1gCV78d1VPyFHKABj7GczNYlmoPtEsaytt/x8yZSOMD7sCOHYapiKe3cSFNR0+6cgK25NAhY6JS2RrwFMZDnnkY2HsCOLOCslF5u4GPVwOTH7OMsbFDlQPaatK0iHZ2xcSJWEs3TR6FpPX552PIX/6CFlyQSeq+b+GPZoaGR1KBDKan0ftp2uj/Af45lf938UaweWt88yVwx430FM8HrhpUQ4DO4mz4yzVRyCFqyRxY57a8XTXpM8fnV9Rs76pVRpxi55dfGhOaGF6lFLltDz+MaK05kT9Nm21Ae5or6OLCrOnzgHG/AvqdB7Sjl9GEjkt2Fu3yD7TfKcDsj2jv/SKpViCvUhr95p+Bh150oY47GicItDIg1zBQfw1dZLOjdbyrV1fRbVvy2GNGpE0XoXnHjhjJyUi74cPLxu8XRAoElERe1LS1wMI5BJXuXg4nlbEE+zkeciS3YJLlVQrolp2AV98qxYiLCpEQVwfLmLEeQkehkOkn3sk4QVt8gAvhF9xzDzbSJkukYD1uuglDn3sO8Vw9FbQQkaF087SFUqoU0KPHeoZWqkAc7/fB19D3TQW2fQWcJ/PB2d6MceN8WpzIkOkwAnzuddeFEpOwHKtKAW2ATDtQSJOheUQRc3j7aCPP68z8Hh9IJaXFKCTYMhXnXnIJhr/4Ihq2P43zGxbYrB+0ygGtIUR5e/Ugp8MJnI1d1vUgttC1ksTx4TZw0iT0+T0DE9VIqhzQcg6iub1KHKd8Afx3K+3w/zXE1wRVD6PLPvgA7UeNqkYQe7pqi6lk1iDSgnUVF9FnLeHV8jFNbe2STjwTNheeuj0aT84qxewVJeje1I2VhYxh8Bf9nEjvwiC2WKgFVdFVMfsZbuaVeW7LTCWtv1OREK0sVaGnWLpQAlaVeM9kTMGsQWQLbLp0D97sxrx0FzZuKkGHxsp/uHkOZqW9PT6RmxsyBlFIGFEB3luWmErSWBUTWbp0Kdoxf6d11Cr2JNHa6Y1MoKalpRk1iOwwje7nZOGl+cAL/1uE71dFY0OeZ3ZwZF2UEUOW6LgG7yhEDCI7/QwQ25OaWbLRMhXLli3DBRdcgLPPPvukA6l8mZb1frl2LVYzx5fCi2BVCnKBDpyRvZwajQLGHEzpneMCQxHQV6FiEIWaEXW6sVoCegtL4TRhLLc8yP4n6c011XPmzUMWI2WJFksvTFlM28uDFRaWoE5MWUxi1Z9cmMeAT1mtmJOHlc7Q5frNnpmcofVMG/bide5ESm5VEUtAH2IErGvXrr6+Z7OoyMIJE4yssvmAlA3PohnJoJlRmQZfZjqAEUfRUhh51hJSA6I8CSMlY4/8sIOUxMrlvVeBJ5hqOussTxvtmUX+y32TmTW5217qKYDuWmpiCejyNYjSOQ1e9tFHUNatjPDqccOUJiorlhN4n8x8nP/xZJ99kcsKKuUruZJ8GbBpuvc8/PzCeGDCA8Dtt/ACVHYrBN6toFtaAlra6l/EqQOD6v1YwSWHBBTzRnezTTa9Ej046zIsKTK3VZH9NOPGUfT5ju3ZgyxmS4zOVsBGMgiL/jFkNuzKuEnLFpzgWBqh1Z4G3t5SN1TyZgcD62Yxvkb0PK5kTq68zFuwAL1ZUKSxRRttHqdIFSP9AP0vI3VzGHOurLNx1Nj9nKIzkWJILmP8783kpIfkxaansjmB4xR0S0tAd2IGWTWI9u3bV2lRvjX0OqTJdkHWiBQ84i1RNrjTrEqQp5fNDAhThYYoIBVDG/QyA/mdX2dcpFXQOAV9AEtA6+HWh5qqGkSqmnUOK7aYrwvR5EW1PDWZUekcu2K4XeWAPZ1Ld+wokDSCmRCGVU3Jy2YQ/yLgZmayVv7H5Pvb7VXw+1kCWrM/mQ0B+fXXXxtmxHT4VZ9IZc2GM/BueiDBdy+wI8jKlJSrzhzPBMtv+IC88T2ywngYv5VvgR00xK0sAW2eW3GNQYMGIZfTYWmyHpL6LlyzLP+EqruCrIlBtSuXYjrGEOtUgtyHSQO61T+72ALa7LVKSWoLtxR5y1VKaY/u2oVG5WLQ0uhv6dr5KHT8fHAP04XnMA/4bDX0o8MNaGXHzxf/2SvTf/1rDH36aXRj7VBTxjJD3bAjLwJXxxrCh2MP8hZ/MZI+vR2iXBgGGpRGh6E/FR6yLm2/GSY9zlnojN/+FtvpQg5jhiWBZYl7kQKgrSpLtQDa5WUWafISS4OcT6/kK1bGzWClRREWk8aEOJMahitWLYBWvETzS9G5xvzrX/j6jTewhVTcg4y1vM/cYd/77jPI5DHeqrmB4BTxt1YE0qmq0qaYHI6zLrwQnZgJX0Iq7nJOBQup3cteegm7vvgCI8jraMXfKxPtP5tmRxOi0W++GbKYdiD4VA+N9htJAR+M9cQOfeoptGWCYS45Hj9u3oxdJJm/w89K3PYn0bEiSbv/fqzyTh9VhPuiJ57wNTvE3OS0j4Eb7mNZCbqKu0lx+Gw5Jzz3lAW0FnLmeZQkx0ttpCyrHdD+QaU2nDjdyETEIrL51/zjH8jnhGoe6WA7pN203Y0ZMjBl07vvYuXUqb5I40quvkq64gq09IZ9928EHpsAjCGwAvr7ZQy9PkqWlB/QM19ijQ8uea4dQJdTVa3QGvX3v6MtQV/A2PjhvXvxHRMP+2hChtC0dKepyGIl3Tl33eUjpOsQOZxsLafmj/vkE+OIbkb/GlNbzShkDDN0iVxl5+8dJnC2Wd9TPN2yVD+NrmSIyVdfjVYpKZjPB+O3jJMfZZLi41tvxR5qfJaWzTHjIxBHUqt38t0q60hb2MTIY7dZs9DhV0xWWo/mWgK7xgCtUTdo0waXz5iBtnwoLqa25rE2/1quJTSSudz63Xknzr/jDrRm4e10anIOc6CLyD5N+uVQuGPrGVapoTeuXZ8TXhVW8ayE8UgcJ0I2wuvGvjUKaBOQXnxAths2DDOuvBL7uJZFg1S2x8hHEnzZ7r58MC7kDHMvzcq6V59H836TkH2Y3GjGR5ozRfTtItLRMoG3P/TkKnURVqbTvCRZUmRf4xoJtEZXhz51AUO2srEiqOvvqilTkMEQ70j+HUiv5bvp05Hx3XdY8dSzGPDM1TizdSdMYlhVoLr4QIxnwZQH7vRYFSMPwe1Wm1Q/S0ylSL2Vzb+mkmaD/umwYpUbOkWtI7Uv4oNuxuWXI5MBKGlSfy6v2L1kCXbSBdzF8O47NB3DuCIgJTUVn9xwAzIP5iF9+kQsWj8ThQXeeLjANhLFZRoswOMZb7VDkrLEVAqG7mXlhvNnEGn6fVIBbe9r7ypjQikWnkYC5A+cnssud+cC+mGc0OTyDW9feN3APE5cPqUX0pFrDVvwZWR7N2zAd7NnoefSj9D+FwxiG0amYpGNtlPKwxJTSacOV8y5/LD8z6OErylGrSN+9v/Of9/N06Zh9euvGzy95pyUDKM/LanrdQM7skrC3LvvRiaTFtvoBsbyeNJ6kXPSJjyC1kNGIdrvbUPl+yUtt0OSsmSjT5dSsqK1lWvMT9+ZqIWXnppepyY35jCyN5cunaEQ3PIPHsR/GHCqz5lkE6bemnJy0ozblXTplnBWuPXjj1HMzJDMr5yN3SQIrSaxPYVLNkItloAO9ckDPV5zrrJSRxPpviXwdR6ViTI9mp4fod8se5rH6fpBvqvQXDmr+0JMQZHXE5jRj2MONJ/+tSnio6xgxj2ZK2wTQ1xOoloArQnFbVx5pbj0qdap6LdrScDM4GqtQ4x/aDvyww/IYvXAXGr3CRpX5QaO8zsXN2mxTIw5+9P/ei/W3Ntvx+XU9hhzQX6gGnGKdtUCaPW/Za9eAQ23LqvIdGDoVJsp+WTAqqCKATzrdGTy72GaiaN7MpCzNwPyZMzcrjR+Kxmx++mhnHUR0+ghkmoDdDDjjeOb27Q15bux/OUYbXo+OSoH0ncS+I3YPusj7FyzFvFcQBNrk/xTWT9rBdCVDb4+tV/bc5O7ocuEMejfIgbpBLouEwxRIa55XOOBFhdHnA+DjsAnpBk7kgdVVFxI964Otiwl70MrZk/keuy1nGW7QY1KrmqNB5qTPVwnbjXDmwVk0hRoPm4ArmkfazXxAuzisugRjfiRS+3CJTUe6A4s3XP7FcC9k4Hhl3MlLmkIJuOshKqumeTbJEcaFyCMUuOBrseXb45/EniFQA+meZjoW2QrIyJfg6u+ngcO0Z0WOTJcUuOBNoF77jVOyf2KM/pW6HIK+RteiOZ8bWGuJ9kSFqk1QF/KcOdPxPtkHOstWLVsWlgwNg5aa4AOBELHdASCUhVv42h0hC6QA7QDdIQQiNBpHI12gI4QAhE6jaPRDtARQiBCp3E02gE6Qgj4ncZ/FUCoVwRYYiqF5K1sp8EvkrWOzPGYC1DN+kr+RKFQkYYsMZUiUYPIHJitmkwWbwKdQxSFbFIOvmHSNp00BSVn9f0XJLN34m/JXtpBsP2pkkwl3baRYESp1MVhUsWWkJfXheWLkgjqLgJdl1SkHuSSZJAXIsAHDx4cdH8sPQx/LqaSRUUNuLmWWKtGVC9SGVS+6DATsmJESXtVMqM9gdfva1mxoXeQb7awBHTAI6gmDTeT39GCzCezRpS/eSj0MhlVCW3OnDlGfb/63hc02BlerQZaNaJ69Ojhw813x/plwWVeVLXhRxJwHKDtqBj3KaLWnlQ0gACrzH8hF/mbq3V1aNUpUSm6YKRWa7TcOtWIquddcZvMBf3buCL3DL75rWHbtj5cZctVJiMYqdVAqyjiTr7pQg8+SRNSxm4i+9RfZE4yMzOhMkfBSK0GWuWKFi9ejLbUXhVOrEhWc+WALoi2YKTWAi1NlTlQ+U/5yt1oLlRv1ZwlqrKOyhnJbKjWarBSa4EWcKoRJddODzuBupVL4VSMSxdBvzUnATKFi0Q1ewxWajXQJniNub5FWitfWZosrU4kzTeUs1MHaD9VlZ8cjK98Kq13gA7WJgS4vwN0gEAF28wBOlgEA9zfATpAoIJt5gAdLIIB7u8AHSBQ9pt51pU7QNtHMMA9PSRsB+gA4bLfzFOd1gHaPoKW9nSAtgSX/cYO0Paxs7RndGpqahUp/Gup39Wu8f8De3XT0evSyEsAAAAASUVORK5CYII=
MPS2907A Triode:
Transistor type:PNP
Emitter breakdown voltage(Vceo):60V
Collector current(Ic):600mA
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