My hledáme v ženách především duši, ale pak si vezmeme tělo. Činíme jako lovci perel: otvírají škebli; naleznou-li perlu, tím lépe, nenaleznou-li ji, snědí měkkýše.
-- Pitigrilli
-- Pitigrilli
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■ Hlášení chyb
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| cache.size() | 402 |
| cache2d.size() | 402 |
| Download servlet key:56a365be4155881d3d0e906aded90700 | 243 |
|---|---|
| LTMath: \mu_0 | |
| Download servlet key:ac1a8e548482967ef8f0681b6c66802b | 660 |
| LTMath: \vec{v}=\sum\limits_i {\vec{\delta}_i v_i} | |
| Download servlet key:adfff382e298320e30edd26caa505caf | 233 |
| LTMath: \delta_i | |
| Download servlet key:5eb04e067e4ac10b1c589fab420d2f0c | 3935 |
| TMath: \vec{v}\nabla=\sum\limits_i\sum\limits_j\vec{\delta}_i\vec{\delta}_jv_i\frac{\partial}{\partial | |
| Download servlet key:cc1026330bcf1fc971c93315b2fb0be5 | 233 |
| LTMath: \rho_0 | |
| Download servlet key:e74b37854789930c0898a3ebe0a58867 | 679 |
| LTMath: q_x=-\lambda\frac{\partial T}{\partial x} | |
| Download servlet key:2affd838f6015ed21733fa01f851c77f | 1039 |
| TMath: [A]= \left[\begin{array}{ccc} 1 & 1 & 1\\ \hat a^2 & \hat a & 1\\ \hat a & \hat a^2 & 1 \ | |
| Download servlet key:36b396cf46c70e57ac53adb2175eaa5c | 277 |
| LTMath: \vec{v}\nabla | |
| Download servlet key:c1e0c3409c1b4568aac430f318407b49 | 224 |
| LTMath: \vec{q} | |
| Download servlet key:b5c30c86c9467b58b400ef1630bb5b65 | 1198 |
| LTMath: \frac{d^2\vec{E}}{dx^2}=j\omega\gamma\mu\vec{E}-\omega^2 s \mu\vec{E} | |
| Download servlet key:f17f2ba286d81912a427b03320ffbd9e | 1946 |
| TMath: \oint_C \vec{E} \cdot \mathrm{d}\vec{l} - \oint_C \vec{B} \times \vec{v} \cdot \mathrm{d}\vec{l} | |
| Download servlet key:6f6a67cbcf41377d95b5bb380eb6bd49 | 891 |
| LTMath: T(t,\forall x\in\Gamma)=T_s(t) | |
| Download servlet key:577acbcd841697e25a5952c1ed7a534c | 684 |
| LTMath: bg:rgb 0.5019607843137255 0.0 0.0\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:c2fc506454929bde63408086adc4ee8d | 385 |
| LTMath: bg:rgb 0.0 1.0 0.0P_{zakl}= | |
| Download servlet key:0e0a0837636b4023b8fc3ec1d1660155 | 1444 |
| TMath: \left[\begin{array}{c} \hat U_a\\ \hat U_b\\ \hat U_c\\ \end{array}\right] = [A] \left[\be | |
| Download servlet key:fd150525778da772b0e9f80152e8a8d3 | 997 |
| LTMath: \nabla=\sum_{i=1}^n e_i \frac{\partial}{\partial x_i} | |
| Download servlet key:3027b6e125f8aca3642d5ead7e4a43ed | 1473 |
| TMath: \nabla.\vec{v}=\sum\limits_i\nabla_i.v_i=\sum\limits_i\frac{\partial v_i}{\partial x_i}=div\,\v | |
| Download servlet key:e6a973737fb47133a9027dd1d1a9223d | 247 |
| LTMath: \Re | |
| Download servlet key:55a291365cf4c3950c4e828c355fc9b6 | 200 |
| LTMath: \coprod | |
| Download servlet key:d89a15440651d5d50191e46dbe4f0cb1 | 440 |
| LTMath: \vec{\delta}_i . \vec{\delta}_j = \delta_{ij} | |
| Download servlet key:3660a0c4757b67f9209c3522e70db657 | 312 |
| LTMath: \sum | |
| Download servlet key:0666fec6603ea28cbbd14ac879059cb2 | 1234 |
| LTMath: \nabla^2\vec{v}=\nabla^2\sum\limits_i\vec{\delta}_iv_i=\sum\limits_i\vec{\delta}_i\nabla^2v_i | |
| Download servlet key:ab36c033a012eec24b4f2ea5cd061cf4 | 575 |
| LTMath: dI=-\kappa_s.I.dx | |
| Download servlet key:f025494748ce9f13c291a91a66f3b239 | 305 |
| LTMath: \bigvee | |
| Download servlet key:f0444ebdbaa38c5866f352e5aa7e9722 | 256 |
| LTMath: T_a | |
| Download servlet key:e0de76e8d507eac4fcd4a4bf525e328e | 150 |
| LTMath: \flat | |
| Download servlet key:68e3cce82efdcb5112309a3b3c8b203b | 684 |
| LTMath: bg:rgb 0.7529411764705882 0.7529411764705882 0.7529411764705882\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:d1261add0661cb63ad090cc85d306852 | 1341 |
| TMath: \cos x = \sum\limits_{n = 0}^\infty {\frac{{\left( { - 1} \right)^n x^{2n} }}{{\left( {2n} \rig | |
| Download servlet key:b673cb89dc278dc8a7e768ba8bc64ada | 368 |
| LTMath: \bigoplus | |
| Download servlet key:de584263e4c703171e71d97e2013572e | 2244 |
| TMath: \frac{1}{\kappa_{ros}(T)}=\frac{\int_0^\infty\frac{1}{\kappa(\lambda)} \frac{dB(T,\lambda,n_g) | |
| Download servlet key:373c8ae56b803559f00a5f01d69096af | 1954 |
| TMath: \oint_C \vec{H} \cdot \mathrm{d}\vec{l} = \int_S \vec{J} \cdot \mathrm{d} \vec{A} + \int_S \frac | |
| Download servlet key:5c558507b677d90282f1ff14743344bc | 1020 |
| LTMath: A \xleftarrow{n+\mu-1} B \xrightarrow[T]{n\pm i-1} C | |
| Download servlet key:8aa8b8ecae29136c60927ea108eba635 | 684 |
| LTMath: bg:rgb 1.0 0.0 1.0\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:02a2e4bb85af24897e2fe5a2a9acb513 | 610 |
| LTMath: \delta q = du+p.dv | |
| Download servlet key:5c632db3b1a56b86e242c9b5d156b214 | 269 |
| LTMath: \varepsilon=0 | |
| Download servlet key:075ea18f9701809bf71d3d72206a25a9 | 82 |
| LTMath: | |
| Download servlet key:2a17fd6db30dc16f5799862f57b0235f | 684 |
| LTMath: fg:rgb 0.5019607843137255 0.5019607843137255 0.5019607843137255\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:f96c49a6d867f5a6f8db3344c4ecc908 | 3610 |
| TMath: \vec{v}.\vec{w}=\left(\sum\limits_i \vec{\delta}_i v_i\right) .\left(\sum\limits_j \vec{\delta | |
| Download servlet key:64d4af4a2d8d246a5aae0d5f2a8201a2 | 229 |
| LTMath: I_0 | |
| Download servlet key:664372475cc7579b3c422feccce8bbf3 | 842 |
| LTMath: W_i=\varepsilon_i\,M_{e0_i}+\rho_i H_i | |
| Download servlet key:3868451057ad2308ae6dc6944ad89e96 | 862 |
| LTMath: Gr = \frac{\beta\Delta T g l^3}{\nu^2} | |
| Download servlet key:9a68dde8c92863bfe105c404e70d5b47 | 196 |
| LTMath: \zeta | |
| Download servlet key:532aaee33da1e51273922b3e07fbd593 | 202 |
| LTMath: \xi | |
| Download servlet key:2d4ae13344a69f6b2155e9e32badbdc2 | 229 |
| LTMath: \Phi_e | |
| Download servlet key:0a543d73cf740a0ae14147db96de4657 | 5254 |
| TMath: \vec{w}\times\vec{v}=\left(\sum\limits_j\vec{\delta}_jw_j\right) \times\left(\sum\limits_i\vec | |
| Download servlet key:2396ab76c1544e36d3e84ef4e6ae02ce | 853 |
| LTMath: \sum_{ x=1}^\infty \frac{1}{x^2} = \frac{ \pi^2}{6} | |
| Download servlet key:45d060ed58733a1290f253bd0c85e36e | 152 |
| LTMath: \iota | |
| Download servlet key:711163fc7b9458c6a942e2454020a2d2 | 2121 |
| TMath: r_2(z)=\frac {r_{2in}} {\sqrt{1+qz\frac{r_{2in}^2 \left( \frac{2 l_1}{r_{2in}^2}+\frac{l-2 | |
| Download servlet key:e4d83fdc23ba2677599aac5a4b90cc48 | 3719 |
| LTMath: \mathfrak{abcdefghijklmnopqrstuvwxyz}\mathfrak{ABCDEFGHIJKLMNOPQRSTUVWXYZ} | |
| Download servlet key:0f5b483d92eb1d4bf1a7d42bcd3cd078 | 942 |
| LTMath: \nabla=\sum\limits_i\vec{\delta}_i\frac{\partial}{\partial x_i} | |
| Download servlet key:7f72f68a70e531484879c0d3dbaea819 | 288 |
| LTMath: r_{2in} | |
| Download servlet key:53b734a804fbe9b056c5c772b177e9b4 | 1219 |
| TMath: \nabla=\left(\frac{\partial}{\partial x},\frac{\partial}{\partial y},\frac{\partial}{\partial z | |
| Download servlet key:f811d1551e127ab1acef948219a9b755 | 684 |
| LTMath: bg:rgb 0.0 0.0 0.5019607843137255fg:rgb 1.0 1.0 1.0\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:8edfff15fb8b3b7b4c137b0d02ca6b23 | 139 |
| LTMath: \exists | |
| Download servlet key:c062a2352d94d53e1a2ba8fbe4c2c3c7 | 594 |
| LTMath: a x^2 + b x + c = 0 | |
| Download servlet key:9457ff5cdc8803a6f84fd00b91101474 | 216 |
| LTMath: \wp | |
| Download servlet key:5840f8eff93520803866f7531861a2ef | 530 |
| LTMath: Ra=Gr . Pr | |
| Download servlet key:281c0eb5fa0448f7fa056b92cd55b5a1 | 684 |
| LTMath: \int\frac{x^2}{y^2}\,dx | |
| Download servlet key:297d3c092cc41ff471b22204010a3aa3 | 177 |
| LTMath: \longleftarrow | |
| Download servlet key:7c014ef4ba42495ead7c16642de7c445 | 623 |
| LTMath: \delta q = dh-v.dp | |
| Download servlet key:a0e5866065483abfe6eec5d0f43af3eb | 413 |
| LTMath: \bigotimes | |
| Download servlet key:b6239b2cbf420df06fcd11baa7e3c0c0 | 244 |
| LTMath: \vec{H} | |
| Download servlet key:319a5734da8151545acf7d3bf5d207d3 | 628 |
| LTMath: \rho=\frac{m}{V(T)} | |
| Download servlet key:67e419a5b21f116871980390bdcd2f38 | 346 |
| LTMath: \oint | |
| Download servlet key:5d2a4d0ca2d17d2caa398c730da2a94b | 162 |
| LTMath: \varepsilon | |
| Download servlet key:118c3747bce58880ef08967734060520 | 947 |
| LTMath: \nabla\times\vec{H} = \vec{J} + \frac{\partial \vec{D}}{\partial t} | |
| Download servlet key:6eccfd27d66af36525111487740ef325 | 548 |
| LTMath: Bi=\frac{\alpha . L}{\lambda} | |
| Download servlet key:79bb273584542a3d625f8564e2a34c28 | 200 |
| LTMath: \varrho | |
| Download servlet key:0e01a1ff21519b5b0808b8b562a498c9 | 248 |
| LTMath: \delta_j | |
| Download servlet key:1906dd6d939a330e021131f6d263aedc | 684 |
| LTMath: fg:rgb 0.0 1.0 1.0\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:432fd27c0e1b4404c208bd4abccbf6e1 | 448 |
| LTMath: \rho=\rho(T) | |
| Download servlet key:eb507532bc9cc9d3bb36914be43e12ba | 123 |
| LTMath: \bot | |
| Download servlet key:517b9b07e37f83843aec6e78df11a809 | 196 |
| LTMath: \swarrow | |
| Download servlet key:5eee523ca4f83ab942df8e3e5f79d5b8 | 217 |
| LTMath: \Theta | |
| Download servlet key:3e7109ea9292d155a261529aa809fa6a | 347 |
| LTMath: \hat I_a=0 | |
| Download servlet key:ef5f839f2a659365eaf105e2d580f696 | 2430 |
| TMath: \alpha, \alpha \beta, \gamma, \Gamma, \delta,\Delta, \epsilon, \zeta, \eta, \theta, \Theta, | |
| Download servlet key:5bf6b38464529a1c0a35039ca48ce573 | 684 |
| LTMath: bg:rgb 0.0 1.0 0.0\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:01027f7d3b77a19550e3470de34da30f | 195 |
| LTMath: \Xi | |
| Download servlet key:faf8f1550d281d37b3e5d012dfff78a8 | 684 |
| LTMath: bg:rgb 0.0 1.0 1.0\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:e7a10d23c2785ce29ac496b992a37e21 | 684 |
| LTMath: fg:rgb 1.0 0.8431372549019608 0.0\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:a01b185d658beaf351d909465022fbbb | 1736 |
| TMath: A_\infty + \pi A_0 \sim \mathbf{A}_{\boldsymbol{\infty}} \boldsymbol{+} \boldsymbol{\pi} \mat | |
| Download servlet key:f947269127246354da0a67143ac3daae | 248 |
| LTMath: \theta_t | |
| Download servlet key:c20ed2951ad0027872d23b5d4f61c1cc | 190 |
| LTMath: \alpha | |
| Download servlet key:13d1cbe169edcf084cf539889c5ad7a4 | 1955 |
| TMath: \hat{\sigma}.\hat{\tau}=\sum\limits_i\sum\limits_l\left(\hat{\delta}_i\hat{\delta}_l \sum\limi | |
| Download servlet key:22ae9db60ba4a742ee667d9000c37ccb | 684 |
| LTMath: fg:rgb 1.0 1.0 0.0\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:c1e46b45d8e1c04ef151e23396edbacb | 259 |
| LTMath: \Phi_{tr} | |
| Download servlet key:80ce3ca1467405e76104c933dcc8af03 | 2169 |
| TMath: - \frac{{\hbar ^2 }}{{2m}}\frac{{\partial ^2 \psi (x,t)}}{{\partial x^2 }} + U(x)\psi (x,t) = i | |
| Download servlet key:d75b85a6554a17eda825d7cacb048841 | 221 |
| LTMath: \Diamond | |
| Download servlet key:e6236f241685232e6c2ab59155a1a589 | 158 |
| LTMath: \prime | |
| Download servlet key:55fd1df4183887fe9385ee275c401403 | 6763 |
| TMath: \left[\begin{array}{ccccc} 1-\rho_1 \varphi_{11} & -\rho_1 \varphi_{12} & -\rho_1 \varphi_{1 | |
| Download servlet key:4c36b45181ec8923eed444af6b865458 | 656 |
| LTMath: M_{e\lambda} = \frac{dM_e}{d\lambda} | |
| Download servlet key:c85960ccde8b9803bf4f965779e27506 | 1859 |
| LTMath: \int_{V(t)}\rho\,dV=\rm {konst}\Rightarrow\frac{d}{dt}\int_{V(t)}\rho\,dV=0 | |
| Download servlet key:422f3f1779700f5da384c9d4137cd989 | 1161 |
| LTMath: \vec{v}\vec{w}=\sum\limits_i\sum\limits_j\hat{\delta}_i\hat{\delta}_jv_iw_j | |
| Download servlet key:f3154a7d0d83195ba7538d530e54c55b | 1780 |
| TMath: \sum_i \vec A \cdot \vec B = -P \! \int \! \textbf{r} \cdot \hat{\mathbf{n}}\, dA = P \! \int | |
| Download servlet key:35a3253b9213426fb243f78ee71838d4 | 228 |
| LTMath: \diamondsuit | |
| Download servlet key:8aca4ac235e6628d7b690b8e940d8cb9 | 1156 |
| LTMath: \varepsilon_t=\frac{Q_{TOP}}{P_{EL}}=\frac{T_2}{T_2-T_1} | |
| Download servlet key:a858165c219eaaaf1d9addfc4e7fb109 | 196 |
| LTMath: \ell | |
| Download servlet key:f485bfcb10f665f6cec15d5b977d6d87 | 1294 |
| LTMath: \left. \lambda . \frac{\partial T}{\partial x} \right|_{x=0}=\alpha (T_a-T_s) | |
| Download servlet key:443ee1b058d5620e2411505a2b2c0696 | 1134 |
| LTMath: Q = S\alpha(T_{Stena}-T_{Tekutina}) | |
| Download servlet key:8c626419474f70e505da21491a44b3a6 | 265 |
| LTMath: \mathbb{W} | |
| Download servlet key:5d1a8309a4172f0e9dfb1c39292e425b | 902 |
| LTMath: Gr=\gamma_v . \Delta T . \frac{g . L^3}{\nu^2} | |
| Download servlet key:f1ff742eebc7c45d6c290a5440283738 | 183 |
| LTMath: \upsilon | |
| Download servlet key:e949cbd71cd1a5e23a029d58b105ef5f | 217 |
| LTMath: \infty | |
| Download servlet key:b1beabc1982ba4a2707030b7ea4dbd1a | 1725 |
| LTMath: \hat{\tau}.\vec{v}=\sum\limits_i\vec{\delta}_i\left(\sum\limits_j\tau_{ij}v_j\right) | |
| Download servlet key:1075ea2a345081bd60228f175d96528d | 237 |
| LTMath: \Phi_a | |
| Download servlet key:b5abf0321665d020d3f59590806876d4 | 220 |
| LTMath: \emptyset | |
| Download servlet key:f2eb00ddfdb0b86e4f0683fabaeb6f95 | 82 |
| LTMath: | |
| Download servlet key:004bfe69034e32a27a383037ab02babc | 501 |
| LTMath: \hat U_c=\hat a U_a | |
| Download servlet key:9447ebc873275ec86d23944dd6512d52 | 223 |
| LTMath: \Omega | |
| Download servlet key:01c8b3a80ae63622d769ae0d63e5195f | 855 |
| LTMath: Q_{TOP}=Q_{IN}+P_{EL} | |
| Download servlet key:7d03f8cc866b798dfa06caa29fb8c513 | 180 |
| LTMath: \jmath | |
| Download servlet key:0def237f0c39b246af177d18564421b1 | 5035 |
| TMath: \hat{\tau}=\left( \begin{array}{ccc} \tau_{11} & \tau_{12} & \tau_{13}\\\tau_{21} & \tau_{22} | |
| Download servlet key:c7447a5e6638ea916945f82704ff1760 | 568 |
| LTMath: \Phi_{e\lambda} = \frac{\Phi_e}{d\lambda} | |
| Download servlet key:bb7a6640b4a0a6d5129733638307cc8d | 209 |
| LTMath: \vec{J} | |
| Download servlet key:5f8c0f2212d4f159c1d132d852f51441 | 182 |
| LTMath: \backslash | |
| Download servlet key:324439d393638bb68698e08e60473475 | 180 |
| LTMath: \angle | |
| Download servlet key:fdeab40bc2bafa536be12cb7afd25c24 | 891 |
| LTMath: \mathrm{I_{k0}^{''}=\frac{\frac{U_V}{\sqrt{3}}}{Z_1\frac{U_V^2}{S_V}}} | |
| Download servlet key:7eea8078fb6b2ef6f139fcfc953f0070 | 234 |
| LTMath: \clubsuit | |
| Download servlet key:bc12d337915b36989c350cfa30f8aec1 | 2008 |
| TMath: \nabla(\nabla . \vec{H})-\nabla^2\vec{H} = \gamma . (\nabla\times\vec{E}) + \nabla\times \lef | |
| Download servlet key:19af6389674ffa48353f15fa2946529f | 1418 |
| TMath: \nabla^2\vec{H} = \gamma . \mu . \frac{\partial\vec{H}}{\partial t} + \varepsilon . \mu . \fr | |
| Download servlet key:408aa08624738f52eda7c6aa4e440333 | 302 |
| LTMath: \varepsilon_{ijk} | |
| Download servlet key:c97487287cb26bb70041180f261f6bb2 | 210 |
| LTMath: T | |
| Download servlet key:f5f503b70c20d13ac683a00f51f4ee39 | 684 |
| LTMath: bg:rgb 1.0 0.8431372549019608 0.0\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:48340c934f805f892e51c5cc242e4db4 | 709 |
| LTMath: q_z=-\lambda\frac{\partial T}{\partial z} | |
| Download servlet key:7c42efb5ba9b96f6fb17bf4450af7784 | 210 |
| LTMath: \theta | |
| Download servlet key:5027739aff3032967213e6e18451ae81 | 1483 |
| TMath: \sin x = \sum\limits_{n = 1}^\infty {\frac{{\left( { - 1} \right)^{n - 1} x^{2n - 1} }}{{\left( | |
| Download servlet key:17c3dcccec1f6a2b839f7c302e2b070e | 348 |
| LTMath: \hat U_a=U_a | |
| Download servlet key:da0412384c02e067c9ef8d56d7a7dee1 | 195 |
| LTMath: \rho | |
| Download servlet key:1403d5b369d63ca24b8d1870836757eb | 804 |
| LTMath: \Phi=\int_S \vec{B}.d\vec{S} | |
| Download servlet key:2c6c3b81c40e000b7a901ff6796a6a3f | 311 |
| LTMath: \bigwedge | |
| Download servlet key:2011669a9376c6a4eae52176199debfb | 215 |
| LTMath: \kappa_s | |
| Download servlet key:eb6b28e9895488af0de171632c0e59ef | 457 |
| LTMath: \varphi_{ik}=\varphi_{ij} | |
| Download servlet key:35d88b1cb912ebaff5170a3a84cef170 | 684 |
| LTMath: fg:rgb 0.5019607843137255 0.0 0.0\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:3df25cf8680e4b06bbc32f676af85496 | 684 |
| LTMath: bg:rgb 1.0 0.0 0.0\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:0e36ed30c7cabe161deb8fde1f6c041d | 244 |
| LTMath: \vec{E} | |
| Download servlet key:5a7e0023515321576eb3e2209d067500 | 1369 |
| LTMath: W_i=\varepsilon_i\,M_{e0_i}+\rho_i\sum_{j=1}^N W_j\varphi_{ij} | |
| Download servlet key:56fc7baea762e8cd138ec7bb79203ae5 | 198 |
| LTMath: \chi | |
| Download servlet key:8052ef193dea6753b99c2eb02525037f | 679 |
| LTMath: fg:rgb 0.7529411764705882 0.7529411764705882 0.7529411764705882\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:da4561cf695aea3134b514ef4c2671b9 | 198 |
| LTMath: \Join | |
| Download servlet key:5212828c7fac5ef8c7e59d57050d49e9 | 213 |
| LTMath: \bigcap | |
| Download servlet key:6daa644cdb85b84808944d335c6302ac | 198 |
| LTMath: \tau_r | |
| Download servlet key:4778140c07b5ef8f9d9a7537b3c6359d | 165 |
| LTMath: \epsilon | |
| Download servlet key:61d54f19b3618ffef06523d369e28d3f | 8867 |
| TMath: \begin{split} r_\perp &= \frac{\frac{n_1}{\mu_1}\cos(\theta_i)-\frac{n_2}{\mu_2}\ | |
| Download servlet key:58a01d2af1df97e7dec06511c98b9c47 | 1037 |
| LTMath: \rho=\rho_0+\frac{\partial\rho}{\partial T(0)} . \Delta T | |
| Download servlet key:ebd040924f849a5d28994afc355ee3cd | 3282 |
| TMath: \rho \left(\frac{\partial w}{\partial t} + u \frac{\partial w}{\partial x} + v \frac{\partial w | |
| Download servlet key:bfd628f422b00decb07afa25d7aef216 | 148 |
| LTMath: \Gamma | |
| Download servlet key:422ec88933df46ab6574e614c9befbed | 1915 |
| LTMath: \mathbb{ABCDEFGHIJKLMNOPQRSTUVWXYZ} | |
| Download servlet key:3bde4c0ecb18d1926949c182dd0e50c7 | 382 |
| LTMath: \hat U_a=0 | |
| Download servlet key:471fc410487aa89a3209292fccdd89cd | 244 |
| LTMath: x^2 | |
| Download servlet key:ff671d229aa6b4b345a50dbd20dde60b | 270 |
| LTMath: \nabla^2 | |
| Download servlet key:9bd71ddee521acd5ffe671e81e26612d | 792 |
| LTMath: \nabla \times \vec{E} = -\frac{\partial \vec{B}} {\partial t} | |
| Download servlet key:b2ff1fe8786bd5e71e67e82138f60ecb | 339 |
| LTMath: bg:rgb 0.0 1.0 0.0\mathbb{P}_{\rm zakl}= | |
| Download servlet key:097085bab152fc748ef6e0711e56188f | 684 |
| LTMath: fg:rgb 1.0 0.0 1.0\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:dbe31c8cd0284e5b84094bd6f64d58ff | 175 |
| LTMath: \Rightarrow | |
| Download servlet key:8161e71a09628ee1dbe8e1b8413ce3cc | 220 |
| LTMath: \aleph | |
| Download servlet key:ce640d66a4189eebf8a9bf7da9e6f57c | 242 |
| LTMath: \Longleftrightarrow | |
| Download servlet key:fadf7d134ec40b68669e7d6ae8b596ea | 186 |
| LTMath: bg:rgb 0.8470588235294118 0.8941176470588236 0.9450980392156862\lhd | |
| Download servlet key:9925dc15f3b81454547038ab011ea299 | 684 |
| LTMath: bg:rgb 0.0 0.0 1.0\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:c6d928bc5103acf3caf88838978fd86b | 969 |
| LTMath: n_1\,\sin(\theta_i)=n_2\,\sin(\theta_t) | |
| Download servlet key:6c35ad007af9f3e01148d88e8d01631c | 684 |
| LTMath: bg:rgb 1.0 1.0 1.0\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:f65c9c6bc2cad027c7fc045603a0e003 | 611 |
| LTMath: q=\alpha (T_s-T_a) | |
| Download servlet key:36d6c6bbbdf5d6a3b52351459ab40e76 | 1304 |
| LTMath: \nabla s=\sum\limits_i\vec{\delta}_i\frac{\partial s}{\partial x_i} = \textrm{grad}\,s | |
| Download servlet key:c9f1d4eda153be70d869b543e3ed7567 | 221 |
| LTMath: \heartsuit | |
| Download servlet key:6722da98f8e56f6a4573a25fd318488c | 684 |
| LTMath: fg:rgb 0.0 0.5019607843137255 0.0\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:661af4b0fc391f5991f495abca55aba9 | 453 |
| LTMath: 0\leq z | |
| Download servlet key:f098c2e92572f009d44a750b1ad78fa9 | 507 |
| LTMath: \epsilon_k = \frac{\lambda_{ekv}}{\lambda} | |
| Download servlet key:82642b8d6b39c0dd2182e90624f5ea8a | 718 |
| LTMath: q_y=-\lambda\frac{\partial T}{\partial y} | |
| Download servlet key:3b000253919920e74d981a15e6168f1c | 615 |
| LTMath: Re=\frac{L . v . \rho}{\eta} | |
| Download servlet key:1232f82c25f07eabbc41d0da5af34133 | 135 |
| LTMath: \pm | |
| Download servlet key:a177870ae38639f7be30f01189430296 | 923 |
| LTMath: Q = S\alpha(T_{wall}-T_{fluid}) | |
| Download servlet key:f014ed0d52f1e998e36fb65015e873ac | 193 |
| LTMath: \nearrow | |
| Download servlet key:7fd928dee1f9afef0a4ea58cbf04e7d7 | 2495 |
| TMath: leva[v]:=R^2*\left(\arccos\left(\frac{v}{R}\right)-\frac{v}{R}*\sqrt{1-\left(\frac{v}{R}\right) | |
| Download servlet key:8a4aae5e56651997512c85d438880182 | 370 |
| LTMath: bg:rgb 0.0 1.0 0.0\mathbb{V}_{\rm zakl}= | |
| Download servlet key:40336c66898a2336c0238b0df1a32bc8 | 2547 |
| LTMath: \mathcal{ABCDEFGHIJKLMNOPQRSTUVWXYZ} | |
| Download servlet key:7de98620db390667adc0cc842c77d717 | 230 |
| LTMath: \surd | |
| Download servlet key:63450b776bdb358c2cf22cafe017e740 | 630 |
| LTMath: \Phi_e = \frac{dQ_e}{dt} | |
| Download servlet key:7e1ea6c9bc81647f11cbe9f3701b29a3 | 1418 |
| TMath: bg:rgb 0.8470588235294118 0.8941176470588236 0.9450980392156862W_i-\rho_i\sum_{j=1}^N W_j\varphi | |
| Download servlet key:89c581caa2edab5b8f543e2c2209fb84 | 856 |
| LTMath: \forall i\sum_{j=1}^N \varphi_{ij}=1 | |
| Download servlet key:d0b7a870c726c9993d71216aa052a26e | 174 |
| LTMath: \pi | |
| Download servlet key:50ea756d9cceec47c64df4b9a97b1019 | 2864 |
| TMath: f(x)=\left\{\begin{array}{r} c_0+c_1(z-a)+c_2(z-a)^2 + \cdots+c_n(z-a)^n+\cdots\\ +c_{-1}(z-a)^ | |
| Download servlet key:dafad8001014cc42f4b7bb08320bf999 | 214 |
| LTMath: \bigcup | |
| Download servlet key:8faf18298436f34a9ff890464d0ef98f | 436 |
| LTMath: \varphi_i < 20 | |
| Download servlet key:58fc470606a20456f4a67bd63a9e4f2c | 1586 |
| TMath: M_{e\lambda0}=\frac{2hc^2}{\lambda^5}\frac{\pi}{\left(e^{\left(\frac{hc}{\lambda kT}\right)}-1\ | |
| Download servlet key:dd0db1e9368c70f14a644e2cf30d5e1f | 518 |
| LTMath: \nabla\cdot\vec{D} = \rho_0 | |
| Download servlet key:cb97a6a0906294d03260cba11f88318a | 1876 |
| TMath: \nabla\times(\nabla\times\vec{H}) = \nabla\times(\gamma . \vec{E}) + \nabla\times \left( \frac{ | |
| Download servlet key:d8925143a86f95c1acd63b979d1e91b6 | 197 |
| LTMath: bg:rgb 0.8470588235294118 0.8941176470588236 0.9450980392156862\nabla | |
| Download servlet key:66de0c8109b893fc69e243a4a063e7df | 229 |
| LTMath: \longleftrightarrow | |
| Download servlet key:4ada88ea70cc271fdf4468f983027f0d | 258 |
| LTMath: bg:rgb 0.0 1.0 0.0\alpha_0= | |
| Download servlet key:9d3e1045f9da81dd862bfa7307aa18fc | 195 |
| LTMath: \omega | |
| Download servlet key:07c2565e5a695d489e31fd2ffc72b102 | 207 |
| LTMath: \Lambda | |
| Download servlet key:9218a932e543466d91720a05e40ec74e | 841 |
| LTMath: \Psi=\int_S \vec{D}.d\vec{S} | |
| Download servlet key:f23349b81e06a44ea8241edb6f58be85 | 233 |
| LTMath: \vec{S} | |
| Download servlet key:034a64bbb07ed4ea461136331a0c6730 | 337 |
| LTMath: M_{e0} | |
| Download servlet key:71701abbdb9dfc7b00a9aa2ce0c0d31e | 222 |
| LTMath: \alpha_r | |
| Download servlet key:c69b31989d8553479c904f3406f61ec3 | 962 |
| LTMath: \hat{\sigma}:\hat{\tau}=\sum\limits_i\sum\limits_j\sigma_{ij}\tau_{ji} | |
| Download servlet key:880cc41ed4d3146de0344e5c94c0d247 | 1932 |
| TMath: \frac{\partial T}{\partial t} = \frac{\lambda}{c_p\rho}\left(\frac{\partial^2 T}{\partial x^2} | |
| Download servlet key:4c4ab842827da72b8a2f4583f69a33b6 | 985 |
| LTMath: \hat a = -\frac{1}{2}+j\frac{\sqrt3}{2}=e^{j\frac{2}{3}} | |
| Download servlet key:f0002d81a9f2d5efb009b7c4a9f5298c | 4267 |
| TMath: \begin{split} H_c&=\frac{1}{2n} \sum^n_{l=0}(-1)^{l}(n-{l})^{p-2} \sum_{l _1+\dots+ l _p=l}\p | |
| Download servlet key:4b5d7d949bf0b991746b8841c8ab59e1 | 969 |
| LTMath: H_i=\sum_{j=1}^N W_j\varphi_{ij} | |
| Download servlet key:ee6351e0f14dd450f27585c9c4b512c0 | 1128 |
| LTMath: \lambda_{max}.T=konst=2,898.10^{-3} | |
| Download servlet key:8fcada23963860d0c9b0a08bc82e7329 | 172 |
| LTMath: \varsigma | |
| Download servlet key:b0886a0484e967dfaa7541340824dd5e | 619 |
| LTMath: \vec{q}=-k_{rad}\nabla T | |
| Download servlet key:90ebe00733917178cb770ad33b8804d8 | 222 |
| LTMath: \beta | |
| Download servlet key:39914c855dc2f5314c75472988ed38b1 | 393 |
| LTMath: \hat a^*=\hat a^2 | |
| Download servlet key:eeffefa76aa7e0e3f5767fb09dd81788 | 470 |
| LTMath: \frac{\Phi_r}{\Phi_e}=\rho_r\quad\ldots | |
| Download servlet key:89076676d394e595bde2b79f3ab29081 | 824 |
| LTMath: f(x) \to y \quad \mbox{as} \quad x \to x_{0} | |
| Download servlet key:ab5504d77c310bc95d351bb6533b866e | 183 |
| LTMath: \sigma | |
| Download servlet key:2d5f3a0b2a50ef134dbd73c0cb47f2a5 | 382 |
| LTMath: \aleph \beth \gimel \daleth | |
| Download servlet key:1a98882f184c116679174c320dae3c60 | 206 |
| LTMath: \leftrightarrow | |
| Download servlet key:2378e4e0a9aab6a23983fa09514029b5 | 2752 |
| TMath: \underbrace{\nabla(\nabla . \frac{\vec{B}}{\mu})}_0-\nabla^2\vec{H} = \gamma . \left(-\frac{\ | |
| Download servlet key:f17057fab351fad889189c724e41d25f | 477 |
| LTMath: P(\vec{x},t) | |
| Download servlet key:d023b27968211a4a57d5da20705d6dea | 365 |
| LTMath: \hat I_c=-\hat I_b | |
| Download servlet key:6af5f9fb7983b2c9a81bd450119c7329 | 958 |
| LTMath: \nabla^2\vec{v}=\nabla(\nabla.\vec{v})-\nabla\times(\nabla\times\vec{v}) | |
| Download servlet key:f826f16703d43d53680535338c43d1c3 | 169 |
| LTMath: \sim | |
| Download servlet key:6641b0a1efa3043bd793e66ed01dc7af | 251 |
| LTMath: \vec{B} | |
| Download servlet key:4c3490c4be4b0cad24468ba8846f1421 | 433 |
| LTMath: \gamma_s=\kappa_s+\sigma_s | |
| Download servlet key:6a45a2aac500b30909547e767e7c4b53 | 755 |
| LTMath: \epsilon_k = c \cdot (Pr \cdot Gr)^n | |
| Download servlet key:c24f5252b0a859b14347190454ca8c52 | 193 |
| LTMath: \lambda | |
| Download servlet key:b1b827453c1cb1bd0cea69ab1860044c | 222 |
| LTMath: \gamma_v | |
| Download servlet key:e6d66eec7d130b019584a3de3980adab | 2993 |
| TMath: \sum_{n=0}^N g_n(x) = \sum\nolimits_{n=0}^N g_n(x) = \int_a^b f(x) \,\mbox{d}x = \int\limits_a | |
| Download servlet key:ff042d4204b6e1594afa1d388aa9d179 | 951 |
| LTMath: d{\bf{B}} = \frac{{\mu _0 }}{{4\pi }}\frac{{Id\ell \times {\bf{\hat r}}}}{{r^2 }} | |
| Download servlet key:c315d29d4402ba618e0704fd33ba00fd | 320 |
| LTMath: \hat{\delta}_i\hat{\delta}_j | |
| Download servlet key:f3d8c91d3e67614f05841c441ac46a50 | 287 |
| LTMath: |\hat a|=1 | |
| Download servlet key:a7fbc7222278db43fcebed2d957bbc46 | 488 |
| LTMath: \varepsilon=\frac{M_e}{M_{e0}} | |
| Download servlet key:564261a579daafb1b32df8c31312dfb4 | 583 |
| LTMath: \hat U_b=\hat a^2 U_a | |
| Download servlet key:37cb8e0d7d2db867cc0b6def0fbb5baf | 437 |
| LTMath: \vec{v}(\vec{x},t) | |
| Download servlet key:cab1f772480b6a7ab4f4382b5f254b44 | 684 |
| LTMath: bg:rgb 0.0 0.5019607843137255 0.5019607843137255\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:28c3e6c97a3f4667eb33509c67a91eb2 | 194 |
| LTMath: \nwarrow | |
| Download servlet key:8b7512a338bb137ea5f1c0df5af4ae01 | 4876 |
| TMath: \nabla^2s=\nabla.(\nabla s)=\left(\sum\limits_i\vec{\delta}_i\frac{\partial s}{\partial x_i}\r | |
| Download servlet key:18e1649e2767fb888686b7c632b7b17e | 175 |
| LTMath: \nu | |
| Download servlet key:9d6e7da29a9825187dbc0fc6df1711d3 | 177 |
| LTMath: o | |
| Download servlet key:e1f92fb499039eee3c0ea850d2c3bc0c | 197 |
| LTMath: \eta | |
| Download servlet key:28c7f78606d6673504270704f647a81d | 1567 |
| LTMath: 2\sum_{i=1}^n a_i \;\int_a^b f_i(x)g_i(x)\,dx | |
| Download servlet key:b184c58e6a60d4188c911600499dd788 | 952 |
| LTMath: T(\vec{r},0)=T_0(\vec{r}),\quad \vec{r}\in\mathbb{G} | |
| Download servlet key:a981b0fdd02ab9446aff6bd6317a37e9 | 5478 |
| TMath: \begin{split} r_\parallel &= \frac{\frac{n_2}{\mu_2}\cos(\theta_i)-\frac{n_1}{\mu | |
| Download servlet key:99c690d1ad04c4b68309f569355ca885 | 1236 |
| LTMath: \oint_S \vec{D} \cdot \mathrm{d}\vec{A} = \int_V \rho\, \mathrm{d}V | |
| Download servlet key:0cbf0c570e2b1393619c30fcb9875105 | 110 |
| LTMath: \neg | |
| Download servlet key:5ba7377563253c7c21f7e3a6700ed5bf | 5837 |
| TMath: \begin{array}{l} {\hat{\tau}=\left( \begin{array}{ccc} \tau_{11} & \tau_{12} & \tau_{13}\\\t | |
| Download servlet key:f4df9686814b8479439b3dcb356fd956 | 519 |
| LTMath: \vec{S}=\vec{E}\times\vec{H} | |
| Download servlet key:87a9ccb059a21ea837611a997a3d8135 | 809 |
| LTMath: Nu = c \cdot (Pr \cdot Gr)^n | |
| Download servlet key:d4a13f196cd584fcb8f34164df0e3138 | 157 |
| LTMath: \sharp | |
| Download servlet key:8c1b7f1afc79f25f2dd2b7f5ad1a9a40 | 252 |
| LTMath: T_s | |
| Download servlet key:3c760dd776316de282ba2a20fa2bb0b2 | 226 |
| LTMath: \psi | |
| Download servlet key:9cf277e4e6f7a93fcce40d39f1885cbd | 488 |
| LTMath: \frac{\Phi_a}{\Phi_e}=\alpha_r\quad\ldots | |
| Download servlet key:cc5b576bd6a6eacc2536e7860465cd20 | 684 |
| LTMath: fg:rgb 0.0 1.0 0.0\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:74b4a809198a394bfb4b0974fe8d2cc6 | 653 |
| LTMath: I=I_0\,e^{-\int_0^l \kappa_s\,dl} | |
| Download servlet key:8434e609004bd7c3650f984f1c5a0e13 | 422 |
| LTMath: \vec{J}=\gamma \vec{E} | |
| Download servlet key:7f0e4244765ab3468e24bddac9e182c4 | 215 |
| LTMath: \Leftrightarrow | |
| Download servlet key:96c5dc4963e2238ec5e3d86a667a8b37 | 3286 |
| TMath: \rho \left(\frac{\partial u}{\partial t} + u \frac{\partial u}{\partial x} + v \frac{\partial u | |
| Download servlet key:b657c695099724973822e7dfb92eef1d | 346 |
| LTMath: \bigodot | |
| Download servlet key:07d20ee5d87cb46bfcfde704fec3a41c | 1010 |
| LTMath: \nabla^2\vec{E}=j\omega\gamma\mu\vec{E}-\omega^2 s \mu\vec{E} | |
| Download servlet key:d20c1d9fe3311ca34ea09996aef44499 | 1385 |
| TMath: \left[\begin{array}{c} \hat I_a\\ \hat I_b\\ \hat I_c\\ \end{array}\right] = [A] \left[\be | |
| Download servlet key:05468bb90703c263195649acb296f4b3 | 398 |
| LTMath: \hat U_b=\hat U_c | |
| Download servlet key:b535034ad9e0882ecfe4abe129952a23 | 293 |
| LTMath: M_e | |
| Download servlet key:9276fd892421910a5c8272ae78e7b750 | 684 |
| LTMath: bg:rgb 0.0 0.0 0.5019607843137255\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:1889d76fe827e91adbcce2cc25b23225 | 947 |
| LTMath: \nabla \times \vec{H} = \vec{J} + \frac{\partial \vec{D}} {\partial t} | |
| Download servlet key:cd3bb8507511e68c0835f187f77b0df0 | 176 |
| LTMath: \Upsilon | |
| Download servlet key:67f23e33e2b00d3d68538333e9753a73 | 205 |
| LTMath: \varpi | |
| Download servlet key:bc3ef1107487fdd01f5e9b8ce633122b | 226 |
| LTMath: \Phi_r | |
| Download servlet key:e53260048824d8482b173847d9486b40 | 684 |
| LTMath: fg:rgb 0.0 0.0 0.5019607843137255\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:dfa46068567f58fc694bdfa9da929585 | 581 |
| LTMath: \alpha = \frac{Nu \cdot \lambda}{l} | |
| Download servlet key:e2b153d7a2dfef34b3035d48533b0d4e | 217 |
| LTMath: \Im | |
| Download servlet key:773fad27d34958e11164b69b843eb21a | 617 |
| LTMath: \Delta U = Q + W | |
| Download servlet key:e26498a473f52392a84e8beb56fd6111 | 1095 |
| LTMath: \nabla\times(\nabla\times\vec{A})=\nabla(\nabla . \vec{A})-\nabla^2\vec{A} | |
| Download servlet key:b26893a9d46c0dd3ef1d78f0cec4cce9 | 217 |
| LTMath: \Psi | |
| Download servlet key:6af1a3ddb10a256b904c0500753b1a42 | 5889 |
| TMath: \begin{array}{l} {\nabla\times\vec{v}=\left(\sum\limits_j\vec{\delta}_j\frac{\partial}{\partia | |
| Download servlet key:dd06e298c1cb67a70287cc2c1cbdb8bd | 208 |
| LTMath: \hookleftarrow | |
| Download servlet key:fe6b166fdad65ea5d2f2c3aa8bb53077 | 169 |
| LTMath: \uparrow | |
| Download servlet key:edbe22128adc34c5a3fa0bc5951b11d8 | 351 |
| LTMath: \mathbb{V}_{\rm zakl} | |
| Download servlet key:b3f30314f4cc2102e20c8c55ce8d9302 | 189 |
| LTMath: \updownarrow | |
| Download servlet key:5f171cc5c55a2ccc99c9b1fab18d1e53 | 217 |
| LTMath: \spadesuit | |
| Download servlet key:54d55a5716afd58b03188b797cd7e384 | 302 |
| LTMath: \int | |
| Download servlet key:16cbb22f9fd7f82c950f6c0e7a33c318 | 530 |
| LTMath: Ra = Gr . Pr | |
| Download servlet key:d97e07296e2a06d6bef13baf87f207ba | 988 |
| LTMath: \oint_{c} H\, dl=I+\frac{d\Psi}{dt} | |
| Download servlet key:1f007abf07972abbd0d412f3f5cecbc2 | 155 |
| LTMath: \tau | |
| Download servlet key:4c0eb7a8d019ea2a40ba0ca77a9c3ff0 | 278 |
| LTMath: \delta_{ij} | |
| Download servlet key:a70ba5c25bfbd4df1700392ca841328d | 268 |
| LTMath: \biguplus | |
| Download servlet key:fbbaed08fad8de7b99d37f9e4721e85c | 680 |
| LTMath: M_e = \frac{d\Phi_e}{dS} | |
| Download servlet key:362e00aec4f354970c919766571fb24d | 231 |
| LTMath: \varepsilon=1 | |
| Download servlet key:d4596fa541bf411a2a271f5ffbe629cf | 684 |
| LTMath: fg:rgb 0.0 0.5019607843137255 0.5019607843137255\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:987586dbecce0e0a289bcc4ba8330c0c | 1576 |
| LTMath: R_\perp = r_\perp^2 = \left(\frac{\sin(\theta_i-\theta_t)}{\sin(\theta_i+\theta_t)}\right)^2 | |
| Download servlet key:6fa2bd455c4c6c5d34af865f4347b4cb | 181 |
| LTMath: \gamma | |
| Download servlet key:15f19d8229c84ffe988850d2bab47de6 | 684 |
| LTMath: bg:rgb 0.5019607843137255 0.0 0.5019607843137255\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:d788a29b9379901c28efcdac1f7d88d1 | 242 |
| LTMath: \theta_i | |
| Download servlet key:118fc661f92fc26a2529621fb5a1fc9b | 684 |
| LTMath: fg:rgb 0.5019607843137255 0.0 0.5019607843137255\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:a4914ce1b9eb9fc7683729d782d51773 | 1418 |
| LTMath: W_i-\rho_i\sum_{j=1}^N W_j\varphi_{ij}=\varepsilon_i\,M_{e0_i} | |
| Download servlet key:8260c335e0876efda6e17111250c1d75 | 129 |
| LTMath: \bigsqcup | |
| Download servlet key:f26055f5b4a4a2dfde897c2f8a98a73e | 163 |
| LTMath: \downarrow | |
| Download servlet key:710b631f65c270954afd275f069c8731 | 198 |
| LTMath: \delta | |
| Download servlet key:9b98af63e9e1a68bc3b32660b3b4def3 | 2258 |
| TMath: \sum_n \sum_{|\mathbf{p}|=n} \frac{U_\mathbf{p}}{s_\mathbf{p}} \frac{z^n}n=\exp\left(\sum_k U_k | |
| Download servlet key:a9723521279eb017bf7bc1b66a420f0b | 221 |
| LTMath: \sigma_s | |
| Download servlet key:00ae2c89fb42b07011c350f3e358ef5c | 559 |
| LTMath: \hat U_a=\hat U_b=\hat U_c=0 | |
| Download servlet key:40c750faa4f2c08cf6d1c8fd7de0eca7 | 790 |
| LTMath: Nu = C(Gr.Pr)^n | |
| Download servlet key:439609dc93ad4045fc4fbaa85525c81f | 211 |
| LTMath: \vartheta | |
| Download servlet key:3df9d20a95d53d379990107012458178 | 3766 |
| TMath: \underbrace{\rho\,c_p \frac{\partial T(\vec{r}, t)}{\partial t}}_{1.}+\underbrace{\rho\,c_p\,\v | |
| Download servlet key:e6c8c429e47350af323fd3452d534cac | 476 |
| LTMath: \nabla \cdot \vec{D} = \rho | |
| Download servlet key:555c29c55554b3045eb61bbac5517148 | 174 |
| LTMath: \Leftarrow | |
| Download servlet key:c6615116e2a9343ea7472a742c45414f | 698 |
| LTMath: \varphi_{i(j\cap k)}=\varphi_{ij} +\varphi_{ik} | |
| Download servlet key:7cf7f84ec9c8655f700f0e195edd26d6 | 876 |
| LTMath: \oint_{c} E\, dl=- \frac{d\Phi}{dt} | |
| Download servlet key:e47a0a5b41b42ccb176f4dafb0b3980f | 168 |
| LTMath: \leftarrow | |
| Download servlet key:a3f34b31a117bbafb6f205b6c53faec5 | 1267 |
| LTMath: \rho\frac{d\vec{v}}{dt}=\eta.\nabla^2\vec{v}+\rho.\vec{g}-\nabla p + f_v | |
| Download servlet key:3c66ead39bf0662b7d8a9d06b10dfe2c | 1985 |
| TMath: \varphi_{ij}=\frac{1}{S_i}\int_{S_i}\int_{S_j}\frac {\cos{\psi_i}\cdot\cos{\psi_j}}{\pi r^2}\, | |
| Download servlet key:a43834f089755a63acd6ad12c80c8d69 | 190 |
| LTMath: \searrow | |
| Download servlet key:705a7975f46e5789f9c379737d580a82 | 141 |
| LTMath: \leftharpoondown | |
| Download servlet key:8f08bdcc6e225843de6146d8a6792cf0 | 684 |
| LTMath: bg:rgb 0.5019607843137255 0.5019607843137255 0.0\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:88887c48dd480bf9a83efb90d32792b3 | 594 |
| LTMath: bg:rgb 0.6313725490196078 0.9372549019607843 0.0 a x^2 + b x + c = 0 | |
| Download servlet key:d6d85715501655667dfbd38841957850 | 809 |
| LTMath: \oint_{S} \vec{B}\, d\vec{S}=0 | |
| Download servlet key:628e9f509fdd20b5adf4e0eb7c0d86d2 | 1442 |
| LTMath: \nabla s\neq s\nabla;\qquad (\nabla r)s\neq\nabla(rs); \qquad \nabla(r+s)=\nabla r+\nabla s | |
| Download servlet key:16d799c69eb6f933ab671d7f28d8ff81 | 186 |
| LTMath: \mapsto | |
| Download servlet key:eda883074942c7bc7359d61bb8e4f0b2 | 229 |
| LTMath: \partial | |
| Download servlet key:3eb8cfcfc41d7644fe310add6b0d5bb0 | 190 |
| LTMath: \Phi | |
| Download servlet key:ed93c287d3243b7c44cfb3128f693a3c | 176 |
| LTMath: \Uparrow | |
| Download servlet key:b9ac3b2a40a1f4beeeab31733d3d4f8d | 617 |
| LTMath: bg:rgb 0.8470588235294118 0.8941176470588236 0.9450980392156862 \Delta U = Q + W | |
| Download servlet key:026d076253ea3a0ffa87404d54376fca | 323 |
| LTMath: t_0=0 | |
| Download servlet key:ccda7abd1e86630eee3778f7384bdbb3 | 966 |
| LTMath: \frac{dy}{dx} = \lim_{\Delta x \to 0} \frac{\Delta y} {\Delta x} | |
| Download servlet key:ddcd65a18fa8007c9e67f58866fab08f | 456 |
| LTMath: \hat I_b=I_c=0 | |
| Download servlet key:5f25600d4d556383935f6d637cba8c66 | 3331 |
| TMath: \rho \left(\frac{\partial v}{\partial t} + u \frac{\partial v}{\partial x} + v \frac{\partial v | |
| Download servlet key:71f887d9f626c34badff915b6c7ebcfc | 2261 |
| TMath: \textbf{T} = \begin{pmatrix} T_{++} \hfill & T_{+-} \\ T_{-+} & T_{--} \hfill \end{pmatrix | |
| Download servlet key:add9cca9aac5069963be53571007760c | 3354 |
| TMath: \int_{V(t)}\rho\,dV=\int_{V(t)}\frac{\partial\rho}{\partial t}dV+\int_{P(t)}\rho\vec{v}.\vec{d | |
| Download servlet key:92c318f48842ee12417febf865d4ce73 | 913 |
| LTMath: \oint_{S} \vec{D}\, d\vec{S}=Q_0 | |
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| LTMath: \pi | |
| Download servlet key:ecbe552700486a59c86f9807f4f491fa | 572 |
| LTMath: Nu=\frac{\alpha . L}{\lambda} | |
| Download servlet key:464849cfc9991244740d8af464d57a9b | 195 |
| LTMath: \prod | |
| Download servlet key:bb948bc3ee16a1cc72a47f1397efcab1 | 223 |
| LTMath: \rho_r | |
| Download servlet key:8cafa7675c891c61294c6534ed8529fd | 1786 |
| TMath: \vec{q}(t,\forall x\in\Gamma)=\vec{q}_S(t)=-\lambda . \left. \frac{\partial T}{\partial x} \rig | |
| Download servlet key:1a8fd7fc9cae3e44f60811bfe2c82bad | 477 |
| LTMath: \nabla\cdot\vec{B} = 0 | |
| Download servlet key:ccf86a36e838e2e60ce5eb96131e40f5 | 193 |
| LTMath: \Longleftarrow | |
| Download servlet key:9788f548694e69182a25d73fdce43154 | 496 |
| LTMath: \frac{\Phi_{tr}}{\Phi_e}=\tau_r\quad\ldots | |
| Download servlet key:0407656fdddcb40f4a67d60bcd35e174 | 2087 |
| TMath: \frac{1}{k}\log_2 c(f)\;\tfrac{1}{k}\log_2 c(f)\; \sqrt{\frac{1}{k}\log_2 c(f)}\;\sqrt{\dfrac{ | |
| Download servlet key:1189f2736f3a6db49ccf3d9e44c040a1 | 564 |
| LTMath: Pr=\frac{c_p . \eta}{\lambda} | |
| Download servlet key:eb86273766564fad48410b03f3e7a0c3 | 1372 |
| TMath: \begin{array}{l} \nabla rs = r\nabla s+s\nabla r\\ \nabla.s\vec{v} = ...\\ \nabla\times s\ve | |
| Download servlet key:58d6b29218139143357d309500f7cd37 | 178 |
| LTMath: \Downarrow | |
| Download servlet key:bae2e296c783f83cc363899498fa9712 | 1147 |
| LTMath: \boxed{\eta \leq C(\delta(\eta) +\Lambda_M(0,\delta))} | |
| Download servlet key:821f8295a95d42bd3eeacf1d244ca015 | 115 |
| LTMath: \top | |
| Download servlet key:9eac82d9967df2d2c67f81243dfbd312 | 6763 |
| TMath: bg:rgb 0.8470588235294118 0.8941176470588236 0.9450980392156862 \left[\begin{array}{ccccc} 1-\r | |
| Download servlet key:09f4724597c70d02d80f44aec5b0ff41 | 209 |
| LTMath: \longmapsto | |
| Download servlet key:3b3549e7a766f9551578b8b0e470a940 | 212 |
| LTMath: \phi | |
| Download servlet key:0a176cc516b0bc0da233f771484476e5 | 778 |
| LTMath: \forall x \in M \exists y: \nabla x = y | |
| Download servlet key:6213a0a6e587db3f0075f6a8a076cfe2 | 380 |
| LTMath: M_{e\lambda0} | |
| Download servlet key:dd3656d8b99a1bf614192dce6ab0ecd0 | 200 |
| LTMath: \mu | |
| Download servlet key:0f98b45cc2fae51f3896a5085c26116e | 1274 |
| LTMath: M_{e0}=\int_0^\infty M_{e0\lambda} d\lambda =\sigma T^4 | |
| Download servlet key:e41de0d747be00577a6a7260436ec902 | 110 |
| LTMath: \Box | |
| Download servlet key:f8fd9d5291f1142aced9a90a1ae1ecfa | 1211 |
| LTMath: R_\parallel = r_\parallel^2 = \frac{\tan^2(\theta_i-\theta_t)}{\tan^2(\theta_i+\theta_t)} | |
| Download servlet key:9389cf3d2146b383580f2cf3b677036e | 166 |
| LTMath: \imath | |
| Download servlet key:daa97c08629071fadc25315720361348 | 493 |
| LTMath: \vec{q}=-\lambda \Delta T | |
| Download servlet key:da05a07d9b831380a5357c719537ae0c | 2283 |
| TMath: \rho_r=\frac{1}{2}(R_\perp+R_\parallel) = \frac{1}{2}\left[\frac{\tan^2(\theta_i-\theta_t)}{\ta | |
| Download servlet key:e3a5ad1db7197faaec8a76224096770d | 684 |
| LTMath: fg:rgb 0.5019607843137255 0.5019607843137255 0.0\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:9841b5e4453e33961bf60d7a080c9791 | 157 |
| LTMath: \rightleftharpoons | |
| Download servlet key:1340c51f343e266e1b465e9c357edf4c | 684 |
| LTMath: bg:rgb 0.0 0.5019607843137255 0.0\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:98fbcc5e8c6daa167ad163ab83de2319 | 387 |
| LTMath: \varphi_{ij}=0 | |
| Download servlet key:3437976ccdfbde99d85db2d50fa2446d | 142 |
| LTMath: \Pi | |
| Download servlet key:3ae2990724117f93d560532eb85c114c | 684 |
| LTMath: bg:rgb 0.0 0.0 0.0fg:rgb 1.0 1.0 1.0\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:67413f7cbd1459d9eb94c3cbd59560c0 | 213 |
| LTMath: \Sigma | |
| Download servlet key:6ad940d036b146df1196e5b8fef530c4 | 480 |
| LTMath: I=I_0 cos \theta | |
| Download servlet key:55399f30f784bdb0e68d2593704b8a80 | 1005 |
| LTMath: k_{rad}=\frac{16 n_g^2\sigma}{c\kappa_{ros}}T^3 | |
| Download servlet key:29336448d7346030c77acb3b293fce21 | 182 |
| LTMath: \kappa | |
| Download servlet key:26638a6f76a5f5ce534b7fe58bbc9572 | 417 |
| LTMath: Pr = \frac{\nu}{a} | |
| Download servlet key:92b4524c967bb21f65431be5dd3af91b | 219 |
| LTMath: \gamma_s | |
| Download servlet key:b688b38ab8adaec2cc65a94f9ccbe647 | 247 |
| LTMath: \vec{D} | |
| Download servlet key:4314e35d39a4fda8ad6d3ca19ed25aa5 | 1369 |
| TMath: bg:rgb 0.8470588235294118 0.8941176470588236 0.9450980392156862W_i=\varepsilon_i\,M_{e0_i}+\rho_ | |
| Download servlet key:76db60c7c129fc2f57b8c3f9f99a3eb3 | 215 |
| LTMath: \Delta | |
| Download servlet key:ee92e98c56c4c058e6fae6941d125429 | 684 |
| LTMath: fg:rgb 0.0 0.0 1.0\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:204b3f094cc7008d378dbb195bdd959f | 770 |
| LTMath: Fo=\frac{\lambda . t}{\rho . c_p . L^2} | |
| Download servlet key:82c936fd9a194936e74dbc03e5818c40 | 920 |
| LTMath: \cfrac{1}{\sqrt{2}+ \cfrac{1}{\sqrt{2}+ \cfrac{1}{\sqrt{2}+\dotsb }}} | |
| Download servlet key:150d83b7b6d38eacbe3b4826c78bdbb4 | 207 |
| LTMath: \forall | |
| Download servlet key:97a81cb912819d57481a42056e1a9760 | 603 |
| LTMath: S_i\varphi_{ij}=S_j\varphi_{ji} | |
| Download servlet key:1c13bb5724da1bae2a7c41bf060d21f6 | 850 |
| LTMath: \oint_S \vec{B} \cdot \mathrm{d}\vec{A} = 0 | |
| Download servlet key:5155bf48ba8322d5b31acdadaa73fa3a | 476 |
| LTMath: \hat U_b=\hat U_c=0 | |
| Download servlet key:12f7ec144df0fb660b315596a3966dba | 792 |
| LTMath: \nabla\times\vec{E} = - \frac{\partial \vec{B}}{\partial t} | |
| Download servlet key:230666aab571b76874cf7c41664e15fc | 159 |
| LTMath: \natural | |
| Download servlet key:f292f06437671547954b34c309afd9e0 | 2328 |
| TMath: \frac{\partial\rho}{\partial T}=\frac{\partial}{\partial T}\left(\frac{m}{V(T)}\right)=\frac{\p | |
| Download servlet key:f552f203bbcb755e4b6cabf4462d3cc8 | 134 |
| LTMath: \leftharpoonup | |
| Download servlet key:f4bab9b88bba4c0daf17a51f783fc176 | 215 |
| LTMath: \varepsilon_0 | |
| Download servlet key:15736184def2695e4e8c34a76e805ccc | 684 |
| LTMath: fg:rgb 1.0 0.0 0.0\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:953628030ef175b44c3e71ac8e05effe | 211 |
| LTMath: \varepsilon_t | |
| Download servlet key:cfd75eb8b6252c83224a0d9afc063f49 | 281 |
| LTMath: z=l_1 | |
| Download servlet key:98a3b1b30d2985006d269fc2e17a6abc | 613 |
| LTMath: \Phi_e=\Phi_a+\Phi_r+\Phi_{tr}. | |
| Download servlet key:17e7f098a5cbffa707172d435cb27544 | 805 |
| LTMath: 1=\frac{\Phi_a}{\Phi_e}+\frac{\Phi_r}{\Phi_e}+\frac{\Phi_{tr}}{\Phi_e} | |
| Download servlet key:5c0ab8cd750a46fc9af4f3e7971cccda | 1608 |
| TMath: t_\parallel=\frac{2\sin(\theta_t)\cos(\theta_i)}{\cos(\theta_i - \theta_t)\sin(\theta_i + \thet | |
| Download servlet key:e946635b0685aeb39221a0409d921d08 | 197 |
| LTMath: \nabla | |
| Download servlet key:1a117b91b4a64440cc06f7fe4f744710 | 477 |
| LTMath: \nabla \cdot \vec{B} = 0 | |
| Download servlet key:9141c0d67f727749c3bc85cf76e591e9 | 218 |
| LTMath: \hbar | |
| Download servlet key:90d75265f0046c0e13d2ceb937303497 | 684 |
| LTMath: bg:rgb 1.0 1.0 0.0\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:1f7aad9e1e3546b8f3db1084d137e8b9 | 230 |
| LTMath: \alpha_x | |
| Download servlet key:779fbdadbfdfd6da038cebab1bc0fcb8 | 187 |
| LTMath: \leadsto | |
| Download servlet key:6c3ed2403524b462233e43a2473f92b9 | 527 |
| LTMath: \alpha_r+\rho_r+\tau_r=1 | |
| Download servlet key:169280aac00556da300b30a43c880c6c | 969 |
| LTMath: bg:rgb 0.8470588235294118 0.8941176470588236 0.9450980392156862H_i=\sum_{j=1}^N W_j\varphi_{ij} | |
| Download servlet key:858bb1f73f83c65cf38c86d33b7319d2 | 512 |
| LTMath: \sqrt {a^2 + b^2 } | |
| Download servlet key:5281d09a204f247b573ba19d9ef62ea9 | 214 |
| LTMath: \Updownarrow | |
| Download servlet key:abb5acaf4d43d81c6ad35df7ba76ab6a | 220 |
| LTMath: r_2 | |
| Download servlet key:16c41026be4051b3f359767118bd0385 | 842 |
| TMath: bg:rgb 0.8470588235294118 0.8941176470588236 0.9450980392156862W_i=\varepsilon_i\,M_{e0_i}+\rho_ | |
| Download servlet key:ed36522027158d7c5a8a76145e5b14a9 | 987 |
| LTMath: \hat a^2 = -\frac{1}{2}-j\frac{\sqrt3}{2}=e^{j\frac{4}{3}} | |
| Download servlet key:8dd544434ac4dd0155684e00a2507172 | 684 |
| LTMath: bg:rgb 0.5019607843137255 0.5019607843137255 0.5019607843137255\int\frac{x^2}{y^2}\,dx | |
| Download servlet key:91edcf58d8edad96cad696dce9f9b718 | 3573 |
| TMath: \begin{split} t_\perp &= \frac{2\frac{n_1}{\mu_1}\cos(\theta_i)} {\ | |
| Download servlet key:63106c97bf6096ce3b90e864d38b3546 | 197 |
| LTMath: l_1 | |
| Download servlet key:4f468b2fcaafbbcf4e2faa6068ff445f | 230 |
| LTMath: \mho | |
| Download servlet key:961460e8d401e872b8cdc7dddcfd7038 | 1327 |
| TMath: -\nabla^2\vec{H} = - \gamma . \mu . \frac{\partial\vec{H}}{\partial t} - \varepsilon . \mu . | |
| Download servlet key:5e8018a74d72f7736c6b6115ca880b21 | 541 |
| LTMath: \hat a+\hat a^2+1=0 | |
| Download servlet key:5a65904abc2788482de2cee2c33700ae | 2012 |
| TMath: m(T) = \begin{cases} 0 & T > T_c \\ \bigl(1 - [\sinh 2 \beta J]^{-4} \bigr)^{\! 1/8} & T < T | |
| Download servlet key:b4a8c93109755cbd318dac9205964cdd | 1921 |
| TMath: \cos \theta _1 + \cos \theta _2 = 2\cos \left( {\frac{{\theta _1 + \theta _2 }}{2}} \right)\cos | |
| Download servlet key:aadf508fcc67d627fc20b818ef108dae | 899 |
| LTMath: \frac{\partial\rho}{\partial t}+\nabla.(\rho\vec{v})=0 | |
| Download servlet key:8a4272751a74537a487f32e463c5aea0 | 1938 |
| TMath: \sin \theta _1 \pm \sin \theta _2 = 2\sin \left( {\frac{{\theta _1 \pm \theta _2 }}{2}} \right) | |
| celková velikost vzorců: | 336149 |