所属: 無窮ACADEMIC 一覧 ...ac_0504130

基本知識

鬯ッ�ッ�ス�ィ�ス�ス�ス�セ�ス�ス�ス�ス�ス�ス�ス�ス�ス�ス陷ソ謔カ貂夲ソス�ス�ス�ケ髫エ雜」�ス�「�ス�ス�ス�ス�ス�ス�ス�ウ鬯ゥ蟷「�ス�「�ス�ス�ス�ァ�ス�ス�ス�ス�ス�ス�ス�ッ(鬯ョ�ッ�ス�キ�ス縺、ツ€�ス�ス�ス�ス�ス�ス�ス�ス�ス�ス髮懶ス」�ス�ソ�ス�ス) (鬯ゥ謳セ�ス�オ�ス�ス�ス�コ鬮ォ�エ隰ォ�セ�ス�ス�ス�エ�ス�ス�ス�ス�ス�ス�ス�ス鬯ョ�」雎郁イサ�ス�シ陞滂スイ�ス�ス�ス�ソ�ス�ス�ス�ス)鬯ゥ謳セ�ス�オ�ス�ス�ス�イ�ス�ス邵コ�、�つ€鬯ッ�ョ�ス�エ髫ー�ウ�ス�セ�ス�ス�ス�ス�ス�ス�ス�ウ鬯ッ�ョ�ス�エ�ス�ス�ス�ス髮趣スク�ス�オ�ス�ス邵コ�、�つ€�ス�ス�ス�ス�ス�ス�ス�」鬯ョ�ォ�ス�イ�ス�ス�ス�ス�ス�ス�ス�ス�ス�ス�ス�ウ(鬯ッ�ッ�ス�ョ�ス�ス�ス�「�ス�ス�ス�ス�ス�ス�ス�「鬯ッ�ッ�ス�ィ�ス�ス�ス�セ�ス�ス�ス�ス�ス�ス�ス�」鬯ッ�ョ�ス�ォ�ス�ス�ス�ェ鬮ッ蛹コ�サ繧托スス�ソ�ス�ス�ス�ス�ス�ス�ス�ス�ス�コ鬮ッ蜈キ�ス�ケ�ス�ス�ス�コ�ス�ス�ス�ス�ス�ス�ス�。鬮」雋サ�ソ�ス�ス�ス�ス�・�ス�ス�ス�ス�ス�ス�ス�ス)鬯ゥ謳セ�ス�オ�ス�ス�ス�イ�ス�ス邵コ�、�つ€鬯ゥ蛹�スス�カ髯槭q�ソ�ス�ス�ス�ス�ソ�ス�ス�ス�ス

 


角速度と角運動量 

鬯ッ�ッ�ス�ィ�ス�ス�ス�セ�ス�ス�ス�ス�ス�ス�ス�ス�ス�ス陷ソ謔カ貂夲ソス�ス�ス�ケ髫エ雜」�ス�「�ス�ス�ス�ス�ス�ス�ス�ウ鬯ゥ蟷「�ス�「�ス�ス�ス�ァ�ス�ス�ス�ス�ス�ス�ス�ッ(鬯ョ�ッ�ス�キ�ス縺、ツ€�ス�ス�ス�ス�ス�ス�ス�ス�ス�ス髮懶ス」�ス�ソ�ス�ス) (鬯ゥ謳セ�ス�オ�ス�ス�ス�コ鬮ォ�エ隰ォ�セ�ス�ス�ス�エ�ス�ス�ス�ス�ス�ス�ス�ス鬯ョ�」雎郁イサ�ス�シ陞滂スイ�ス�ス�ス�ソ�ス�ス�ス�ス)鬯ゥ謳セ�ス�オ�ス�ス�ス�イ�ス�ス邵コ�、�つ€鬯ッ�ョ�ス�エ髫ー�ウ�ス�セ�ス�ス�ス�ス�ス�ス�ス�ウ鬯ッ�ョ�ス�エ�ス�ス�ス�ス髮趣スク�ス�オ�ス�ス邵コ�、�つ€�ス�ス�ス�ス�ス�ス�ス�」鬯ョ�ォ�ス�イ�ス�ス�ス�ス�ス�ス�ス�ス�ス�ス�ス�ウ(鬯ッ�ッ�ス�ョ�ス�ス�ス�「�ス�ス�ス�ス�ス�ス�ス�「鬯ッ�ッ�ス�ィ�ス�ス�ス�セ�ス�ス�ス�ス�ス�ス�ス�」鬯ッ�ョ�ス�ォ�ス�ス�ス�ェ鬮ッ蛹コ�サ繧托スス�ソ�ス�ス�ス�ス�ス�ス�ス�ス�ス�コ鬮ッ蜈キ�ス�ケ�ス�ス�ス�コ�ス�ス�ス�ス�ス�ス�ス�。鬮」雋サ�ソ�ス�ス�ス�ス�・�ス�ス�ス�ス�ス�ス�ス�ス)鬯ゥ謳セ�ス�オ�ス�ス�ス�イ�ス�ス邵コ�、�つ€鬯ゥ蛹�スス�カ髯槭q�ソ�ス�ス�ス�ス�ソ�ス�ス�ス�ス ・角速度 v / r = ω [rad/s] ・角運動量 http://ja.wikipedia.org/wiki/%E8%A7%92%E9%81%8B%E5%8B%95%E9%87%8F *鬯ゥ謳セ�ス�オ�ス�ス�ス�コ�ス�ス�ス�ス�ス�ス�ス�ッ鬯ゥ謳セ�ス�オ�ス�ス�ス�コ�ス�ス�ス�ス�ス�ス�ス�ヲ鬯ゥ謳セ�ス�オ�ス�ス�ス�コ�ス�ス�ス�ス�ス�ス�ス�ェ鬯ゥ蟷「�ス�「髫エ雜」�ソ�ス�ゑスァ鬩搾スオ�ス�コ鬯ゥ�「隰ウ�セ�ス�ス�ス�ケ髫エ雜」�ス�「�ス�ス�ス�ソ�ス�ス�ス�ス 鬯ョ�」陷エ�ス�ス�ス�ス�ォ鬮ォ�エ陷ソ髢€�セ證ヲ�ソ�ス�ス�ス�ス�ス�ス�ュ鬮」雋サ�ス�ィ髫イ蟷「�ス�カ�ス�ス�ス�ス�ス�ス�ス�コ�ス�ス�ス�ス�ス�ス�ス�ォ?(wayback-GoogleCache) L = r × mv i.e. |L| = m r^2 ω なお、 mv は運動量。

汎関数 

鬯ッ�ッ�ス�ィ�ス�ス�ス�セ�ス�ス�ス�ス�ス�ス�ス�ス�ス�ス陷ソ謔カ貂夲ソス�ス�ス�ケ髫エ雜」�ス�「�ス�ス�ス�ス�ス�ス�ス�ウ鬯ゥ蟷「�ス�「�ス�ス�ス�ァ�ス�ス�ス�ス�ス�ス�ス�ッ(鬯ョ�ッ�ス�キ�ス縺、ツ€�ス�ス�ス�ス�ス�ス�ス�ス�ス�ス髮懶ス」�ス�ソ�ス�ス) (鬯ゥ謳セ�ス�オ�ス�ス�ス�コ鬮ォ�エ隰ォ�セ�ス�ス�ス�エ�ス�ス�ス�ス�ス�ス�ス�ス鬯ョ�」雎郁イサ�ス�シ陞滂スイ�ス�ス�ス�ソ�ス�ス�ス�ス)鬯ゥ謳セ�ス�オ�ス�ス�ス�イ�ス�ス邵コ�、�つ€鬯ッ�ョ�ス�エ髫ー�ウ�ス�セ�ス�ス�ス�ス�ス�ス�ス�ウ鬯ッ�ョ�ス�エ�ス�ス�ス�ス髮趣スク�ス�オ�ス�ス邵コ�、�つ€�ス�ス�ス�ス�ス�ス�ス�」鬯ョ�ォ�ス�イ�ス�ス�ス�ス�ス�ス�ス�ス�ス�ス�ス�ウ(鬯ッ�ッ�ス�ョ�ス�ス�ス�「�ス�ス�ス�ス�ス�ス�ス�「鬯ッ�ッ�ス�ィ�ス�ス�ス�セ�ス�ス�ス�ス�ス�ス�ス�」鬯ッ�ョ�ス�ォ�ス�ス�ス�ェ鬮ッ蛹コ�サ繧托スス�ソ�ス�ス�ス�ス�ス�ス�ス�ス�ス�コ鬮ッ蜈キ�ス�ケ�ス�ス�ス�コ�ス�ス�ス�ス�ス�ス�ス�。鬮」雋サ�ソ�ス�ス�ス�ス�・�ス�ス�ス�ス�ス�ス�ス�ス)鬯ゥ謳セ�ス�オ�ス�ス�ス�イ�ス�ス邵コ�、�つ€鬯ゥ蛹�スス�カ髯槭q�ソ�ス�ス�ス�ス�ソ�ス�ス�ス�ス http://www.f-denshi.com/000TokiwaJPN/31rikgk/020rgk.html *鬯ゥ謳セ�ス�オ�ス�ス�ス�コ�ス�ス�ス�ス�ス�ス�ス�ッ鬯ゥ謳セ�ス�オ�ス�ス�ス�コ�ス�ス�ス�ス�ス�ス�ス�ヲ鬯ゥ謳セ�ス�オ�ス�ス�ス�コ�ス�ス�ス�ス�ス�ス�ス�ェ鬯ゥ蟷「�ス�「髫エ雜」�ソ�ス�ゑスァ鬩搾スオ�ス�コ鬯ゥ�「隰ウ�セ�ス�ス�ス�ケ髫エ雜」�ス�「�ス�ス�ス�ソ�ス�ス�ス�ス 鬯ョ�」陷エ�ス�ス�ス�ス�ォ鬮ォ�エ陷ソ髢€�セ證ヲ�ソ�ス�ス�ス�ス�ス�ス�ュ鬮」雋サ�ス�ィ髫イ蟷「�ス�カ�ス�ス�ス�ス�ス�ス�ス�コ�ス�ス�ス�ス�ス�ス�ス�ォ?(wayback-GoogleCache) >例えば、平面内の2点、A、Bを結ぶ曲線が、関数 y=y0(x) として与えられると、 >その曲線ABの長さは一つの実数として定まります。 >「与えられた関数族の中の一つの関数に対して一つの実数値を対応させる写像」を >汎関数という

逆行列 

鬯ッ�ッ�ス�ィ�ス�ス�ス�セ�ス�ス�ス�ス�ス�ス�ス�ス�ス�ス陷ソ謔カ貂夲ソス�ス�ス�ケ髫エ雜」�ス�「�ス�ス�ス�ス�ス�ス�ス�ウ鬯ゥ蟷「�ス�「�ス�ス�ス�ァ�ス�ス�ス�ス�ス�ス�ス�ッ(鬯ョ�ッ�ス�キ�ス縺、ツ€�ス�ス�ス�ス�ス�ス�ス�ス�ス�ス髮懶ス」�ス�ソ�ス�ス) (鬯ゥ謳セ�ス�オ�ス�ス�ス�コ鬮ォ�エ隰ォ�セ�ス�ス�ス�エ�ス�ス�ス�ス�ス�ス�ス�ス鬯ョ�」雎郁イサ�ス�シ陞滂スイ�ス�ス�ス�ソ�ス�ス�ス�ス)鬯ゥ謳セ�ス�オ�ス�ス�ス�イ�ス�ス邵コ�、�つ€鬯ッ�ョ�ス�エ髫ー�ウ�ス�セ�ス�ス�ス�ス�ス�ス�ス�ウ鬯ッ�ョ�ス�エ�ス�ス�ス�ス髮趣スク�ス�オ�ス�ス邵コ�、�つ€�ス�ス�ス�ス�ス�ス�ス�」鬯ョ�ォ�ス�イ�ス�ス�ス�ス�ス�ス�ス�ス�ス�ス�ス�ウ(鬯ッ�ッ�ス�ョ�ス�ス�ス�「�ス�ス�ス�ス�ス�ス�ス�「鬯ッ�ッ�ス�ィ�ス�ス�ス�セ�ス�ス�ス�ス�ス�ス�ス�」鬯ッ�ョ�ス�ォ�ス�ス�ス�ェ鬮ッ蛹コ�サ繧托スス�ソ�ス�ス�ス�ス�ス�ス�ス�ス�ス�コ鬮ッ蜈キ�ス�ケ�ス�ス�ス�コ�ス�ス�ス�ス�ス�ス�ス�。鬮」雋サ�ソ�ス�ス�ス�ス�・�ス�ス�ス�ス�ス�ス�ス�ス)鬯ゥ謳セ�ス�オ�ス�ス�ス�イ�ス�ス邵コ�、�つ€鬯ゥ蛹�スス�カ髯槭q�ソ�ス�ス�ス�ス�ソ�ス�ス�ス�ス ┏ a b ┓ ┗ c d ┛ に対して、Δ= ad - bc (≠0 )として、逆行列は、    ┏ d -b ┓ (1/Δ)・┃ ┃    ┗ -c a ┛

対数 

鬯ッ�ッ�ス�ィ�ス�ス�ス�セ�ス�ス�ス�ス�ス�ス�ス�ス�ス�ス陷ソ謔カ貂夲ソス�ス�ス�ケ髫エ雜」�ス�「�ス�ス�ス�ス�ス�ス�ス�ウ鬯ゥ蟷「�ス�「�ス�ス�ス�ァ�ス�ス�ス�ス�ス�ス�ス�ッ(鬯ョ�ッ�ス�キ�ス縺、ツ€�ス�ス�ス�ス�ス�ス�ス�ス�ス�ス髮懶ス」�ス�ソ�ス�ス) (鬯ゥ謳セ�ス�オ�ス�ス�ス�コ鬮ォ�エ隰ォ�セ�ス�ス�ス�エ�ス�ス�ス�ス�ス�ス�ス�ス鬯ョ�」雎郁イサ�ス�シ陞滂スイ�ス�ス�ス�ソ�ス�ス�ス�ス)鬯ゥ謳セ�ス�オ�ス�ス�ス�イ�ス�ス邵コ�、�つ€鬯ッ�ョ�ス�エ髫ー�ウ�ス�セ�ス�ス�ス�ス�ス�ス�ス�ウ鬯ッ�ョ�ス�エ�ス�ス�ス�ス髮趣スク�ス�オ�ス�ス邵コ�、�つ€�ス�ス�ス�ス�ス�ス�ス�」鬯ョ�ォ�ス�イ�ス�ス�ス�ス�ス�ス�ス�ス�ス�ス�ス�ウ(鬯ッ�ッ�ス�ョ�ス�ス�ス�「�ス�ス�ス�ス�ス�ス�ス�「鬯ッ�ッ�ス�ィ�ス�ス�ス�セ�ス�ス�ス�ス�ス�ス�ス�」鬯ッ�ョ�ス�ォ�ス�ス�ス�ェ鬮ッ蛹コ�サ繧托スス�ソ�ス�ス�ス�ス�ス�ス�ス�ス�ス�コ鬮ッ蜈キ�ス�ケ�ス�ス�ス�コ�ス�ス�ス�ス�ス�ス�ス�。鬮」雋サ�ソ�ス�ス�ス�ス�・�ス�ス�ス�ス�ス�ス�ス�ス)鬯ゥ謳セ�ス�オ�ス�ス�ス�イ�ス�ス邵コ�、�つ€鬯ゥ蛹�スス�カ髯槭q�ソ�ス�ス�ス�ス�ソ�ス�ス�ス�ス C=A^B ならば、 B=log_A (C) =log_D (C) / log_D (A) ( D は任意 ) 例: log_{1.03} (600) http://www.google.com/search?q=ln%28600%29%2Fln%281.03%29 *鬯ゥ謳セ�ス�オ�ス�ス�ス�コ�ス�ス�ス�ス�ス�ス�ス�ッ鬯ゥ謳セ�ス�オ�ス�ス�ス�コ�ス�ス�ス�ス�ス�ス�ス�ヲ鬯ゥ謳セ�ス�オ�ス�ス�ス�コ�ス�ス�ス�ス�ス�ス�ス�ェ鬯ゥ蟷「�ス�「髫エ雜」�ソ�ス�ゑスァ鬩搾スオ�ス�コ鬯ゥ�「隰ウ�セ�ス�ス�ス�ケ髫エ雜」�ス�「�ス�ス�ス�ソ�ス�ス�ス�ス 鬯ョ�」陷エ�ス�ス�ス�ス�ォ鬮ォ�エ陷ソ髢€�セ證ヲ�ソ�ス�ス�ス�ス�ス�ス�ュ鬮」雋サ�ス�ィ髫イ蟷「�ス�カ�ス�ス�ス�ス�ス�ス�ス�コ�ス�ス�ス�ス�ス�ス�ス�ォ?(wayback-GoogleCache)
 
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