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53:40 Processing of Carbon/Carbon Composites Processing of Carbon/Carbon Composites	Processing of Carbon/Carbon Composites Presenters Dr. Laure Moretti Tania Lavaggi Faheem Muhammed carbon material temperature properties pressure permeability model process composite simulation conversion matrix composites degradation porosity microstructure cycle decomposition carbonization condition From Kristen Scully 0 likes 95 plays 0 Department Name Center for Composite Materials Department Division Engineering Date Established May 21, 2021
06:14 VII.3 Separable equations VII.3 Separable equations	VII.3 Separable equations separable differential equation solution sides times left equation a. problem x. function form note t. restrictions constant equations linear c. condition formula lot From Tobin Driscoll 0 likes 74 plays 0
09:30 Optimal Coding in Compressive Spectral Imagers,… Optimal Coding in Compressive Spectral Imagers, Edgar Salazar	Optimal Coding in Compressive Spectral Imagers, Edgar Salazar The spatial spectral compressive spectral imager (SSCSI) is a proposed optical architecture, where the spatial-spectral coding of a scene is realized by a binary ON-OFF mask and a dispersive element.… genetics diabetes chickens wooden breast [email protected] resolution position process presentation spectra cluster pixels condition aperture quality boat pattern piece stroke calibration mask patterns factors optimality beach From Huma Rasheed 0 likes 14 plays 0 Department Name Electrical and Computer Department
10:45 Investigating the Effect of Resource Rents on… Investigating the Effect of Resource Rents on Corruption: Evidence from Sub-Saharan Africa, Sunday Heagbetus	Investigating the Effect of Resource Rents on Corruption: Evidence from Sub-Saharan Africa, Sunday Heagbetus This research investigates whether the availability of natural resources rents can lead to corruption in resource-rich countries. The study used a panel data analysis for the sample of 26 countries… investigation resource rents corruption africa [email protected] public policy (biden school) resource democracy country coercion condition countries president corrosion law officials conflict flip contract evidence effect russian uncle war From Lauren Mosesso 0 likes 6 plays 0 Department Name Public Policy (Biden School)
06:26 VI.4 Homogeneous solutions VI.4 Homogeneous solutions	VI.4 Homogeneous solutions differential equation matrix times wronskian vector solution t. determinant equation column definition columns capital solutions problem functions c. condition linear combination things From Tobin Driscoll 0 likes 78 plays 0
01:00:43 Jianping Gan seminar Jianping Gan seminar	Jianping Gan seminar 701082049 region oxygen matter hypatia water eutrophication kind river hypoxia bottom hong question condition kong percent contribution estuary input zone upstream From Jennifer Biddle 0 likes 8 plays 0
11:45 III.5 Laplace solution of IVPs III.5 Laplace solution of IVPs	III.5 Laplace solution of IVPs laplace transform transform capital function times t. transfer s. solution sides impulse term fraction response f. rest delta condition operator thing quarter From Tobin Driscoll 0 likes 140 plays 0
11:21 III.3 Impulse response III.3 Impulse response	III.3 Impulse response delta function solution function impulse problem epsilon delta spike condition capital response times window step x2 t. problems limit solutions x3 steps From Tobin Driscoll 0 likes 120 plays 0
18:08 II.10 Models II.10 Models	II.10 Models differential equations times mass units concentration solution temperature volume rate minute pounds half t. capital amount equation environment tank minus condition decay From Tobin Driscoll 0 likes 96 plays 0
08:27 II.7 IVP formula II.7 IVP formula	II.7 IVP formula differential equations solution tilde response times equation condition c1 sum problems formula problem integrand exponent tilda g. coefficient linear structure forcings responses From Tobin Driscoll 0 likes 122 plays 0
09:22 II.6 Variation of parameters II.6 Variation of parameters	II.6 Variation of parameters differential equations solution problem times side g. equation q. step t. condition answer tea prime coefficient form lot log k. f. thing From Tobin Driscoll 0 likes 116 plays 0
07:01 II.5 Homogeneous solutions (1st order) II.5 Homogeneous solutions (1st order)	II.5 Homogeneous solutions (1st order) differential equations solution problem equation t. function a. times limits limit condition cubed q. form answer thing prime rule chain steps x. From Tobin Driscoll 0 likes 121 plays 0
03:23 II.3 Initial-value problems II.3 Initial-value problems	II.3 Initial-value problems differential equations solution condition problem curve form ode formula times equation naught kind point c1 fact thing exponent bit c. end beginning From Tobin Driscoll 0 likes 108 plays 0
01:14:03 Derivation of Euler-Lagrange equation : Integral… Derivation of Euler-Lagrange equation : Integral constraints	Derivation of Euler-Lagrange equation : Integral constraints 11995 function problem problems minimizer things eta functions thing constraint point endpoints points times prime variables condition parts integration calculus lagrange From Rakesh Rakesh 0 likes 66 plays 0 Department Name Mathematical Sciences Date Established November 06, 2020
01:14:18 Brachistochrone with end point on a curve Brachistochrone with end point on a curve	Brachistochrone with end point on a curve Brachistochrone with end point on a curve calculus of variations brachistochrone endpoint sliding phi equation curve ode solution hand alright equations question times prime condition minus things theorem problem boundary surface stuff From Rakesh Rakesh 0 likes 15 plays 0 Department Name Mathematical Sciences Date Established October 31, 2020
04:37 Section 4.1 Section 4.1	Section 4.1 julia roots root route accuracy digits condition function derivative multiplicity polynomials situation result crossings interval finding mice thirds solver problem From Tobin Driscoll 0 likes 6 plays 0