Linguistic DNA - Concept Modelling Demonstrator

Word A	Word B	Word C	Word D	Occurrence	Frequency Band	MI	MI Band	Prominent
end_n	day_n	hour_n	minute_n	1,570	5	11.3251	5	false

ID	Title	Author	Corrected Date of Publication (TCP Date of Publication)	STC	Words	Pages
A52255	Astronomia Britannica exhibiting the doctrine of the sphere, and theory of the planets decimally by trigonometry, and by tables : fitted for the meridian of London ... / by John Newton ...	Newton, John, 1622-1678.	1657 (1657)	Wing N1053; ESTC R20418	165,070	340

840â—71_n degree_n 687722_o part_n of_o a_o degree_n that_o be_v reject_v the_o whole_a circle_n 31_o d._n 687722_o which_o be_v deduct_v from_o 360_o the_o remainder_n 328._o 312278_o or_o 10_o sign_n 28_o degree_n and_o 312278_o part_n be_v the_o radix_fw-la of_o the_o earth_n or_o sun_n mean_a longitude_n in_o the_o begin_n of_o the_o aera_fw-la nabonassari_n to_o which_o if_o you_o add_v deg_n 258._o 692408_o the_o middle_a motion_n for_o 424_o year_n the_o whole_a circle_n be_v reject_v the_o radix_fw-la of_o the_o earth_n middle_a motion_n to_o the_o begin_n of_o the_o aera_fw-la alexandri_fw-la shall_v be_v 227._o 004686_o or_o 7_o sin_n 17_o deg_n 004686_o part_n and_o add_v to_o this_o epocha_n deg_n 51._o 944398_o which_o be_v the_o middle_a motion_n for_o 323_o year_n 131_o day_n the_o whole_a circle_n be_v reject_v the_o radix_fw-la of_o the_o earth_n middle_a motion_n in_o the_o begin_n of_o the_o christian_a aera_fw-la shall_v be_v deg_n 278._o 949084_o or_o 9_o sign_n 8_o deg_n 949084_o to_o which_o if_o you_o add_v 034223_o the_o equal_a motion_n belong_v to_o 034722_o the_o difference_n between_o the_o meridian_n of_o uraniburge_n and_o london_n the_o radix_fw-la of_o middle_a motion_n at_o london_n will_v be_v 278._o 983307_o and_o the_o aphelion_n 70._o 322638_o and_o the_o mean_a anomaly_n 208._o 660669_o chap._n 7._o to_o calculate_v the_o sun_n true_a place_n and_o distance_n from_o the_o earth_n have_v compose_v table_n of_o the_o sun_n middle_a motion_n according_a to_o the_o direction_n of_o the_o last_o chapter_n his_o true_a place_n in_o the_o zodiac_n and_o distance_n from_o the_o earth_n may_v thus_o be_v find_v 1_o write_v out_o the_o epocha_n next_o before_o the_o give_v time_n and_o several_o under_o that_o set_v the_o motion_n belong_v to_o the_o year_n month_n and_o day_n complete_a and_o to_o the_o hour_n and_o scruple_n current_a every_o one_o under_o his_o like_a only_o remember_v that_o in_o the_o bissextile_a year_n after_o the_o end_n of_o february_n the_o day_n must_v be_v increase_v by_o a_o unite_v then_o add_v they_o altogether_o the_o sum_n shall_v be_v the_o sun_n mean_a motion_n for_o the_o time_n give_v example_n let_v the_o time_n give_v be_v may_v the_o 12_o hour_n 11_o part_n 15_o before_o noon_n at_o london_n in_o the_o bissextile_a year_n 1656_o and_o the_o sun_n place_n to_o be_v sought_n the_o number_n be_v thus_o Â _fw-fr Â _fw-fr sun_n longitude_n sun_n apogeon_n Â _fw-fr Â _fw-fr deg._n part_n deg._n part_v the_o epocha_n 1640_o 291._o 24777_o 96._o 22265_o year_n comp_n 15_o 359._o 37294_o Â _fw-fr 23686_o april_n 118._o 27760_o Â _fw-fr 519_o day_n 12_o 011._o 82776_o Â _fw-fr 52_o hour_n 23_o Â _fw-fr 94458_o Â _fw-fr Â _fw-fr scruple_n 15_o Â _fw-fr 616_o Â _fw-fr Â _fw-fr sun_n mean_a longitude_n 421._o 87681_o 96._o 46522_o 2_o subtract_v the_o apogaeum_n from_o the_o mean_a longitude_n there_o rest_v the_o mean_a anomaly_n example_n the_o sun_n mean_a longitude_n 421._o 67681_o apogaeum_n subtract_v 96._o 46522_o rest_n mean_a anomaly_n 325._o 21459_o who_o be_v compliment_n to_o a_o circle_n 34._o 78541_o be_v the_o angle_n a_o m_o e_o in_o the_o ellipsis_n and_o the_o compliment_n of_o a_o m_o e_o to_o a_o semicircle_n be_v the_o angle_n e_o m_o h_o 145._o 21459._o the_o side_n m_o e_o 200000_o Â _fw-fr the_o side_n m_o h_n 3568_o Â _fw-fr the_o sum_n 203568_o co_fw-la be_v 4._o 6912905_o differ_v 196432_o 5._o 2932122_o tang._n Â½_o sum_n of_o the_o opposite_a angle_n 17._o 39270_o 9_o 4958787_o Â _fw-fr 17._o 39270_o Â _fw-fr tang._n Â½_o differ_v 16._o 81799_o 9_o 4803814_o differ_v 57471_o be_v the_o angle_n m_o e_o h._n Â _fw-fr difference_n double_v 1._o 14942_o be_v the_o angle_n m_o b_o h_o Â _fw-fr 3_o the_o mean_a anomaly_n be_v above_o 180_o deg_n the_o aequation_n find_v must_v be_v add_v to_o the_o sunsmeane_n longitude_n so_o have_v you_o the_o sun_n true_a place_n example_n the_o sun_n mean_a longitude_n 421._o 67681_o aequation_n add_v 1_o 14942_o the_o sun_n true_a place_n 422._o 82623_o or_o 2_o sign_n 2_o degree_n 82623_o part_n of_o a_o degree_n Â _fw-fr last_o to_o find_v his_o distance_n from_o the_o earth_n i_o say_v as_o the_o sine_z of_o m_o b_o h_o 1._o 14942_o co_fw-la be_v 1._o 6977118_o be_v to_o the_o side_n m_o h_n 3568_o 3._o 5524249_o so_o be_v the_o sine_z of_o b_o m_o h_o 34._o 78541_o 9_o 7562590_o to_o the_o side_n b_o h_n Â _fw-fr 5._o 0063957_o or_o distance_n require_v 101483_o Â _fw-fr thus_o we_o have_v find_v the_o sun_n place_n by_o calculation_n we_o will_v now_o show_v how_o to_o reduce_v the_o sun_n mean_a longitude_n to_o his_o true_a by_o the_o table_n of_o aequation_n of_o the_o sun_n eccentric_a the_o sun_n anomaly_n in_o this_o example_n be_v 325._o 21459_o the_o aequation_n of_o 325_o be_v 1._o 15566_o 326_o 1._o 12648_o difference_n be_v 02918_o now_o then_o i_o say_v if_o one_o deg_n co_fw-la be_v 5._o give_v 2918_o 3._o 4650853_o what_o shall_v 21459_o 4._o 3316095_o the_o answer_n be_v 6â—6_n 2._o 7966948_o aequation_n of_o 325_o deg_n 1._o 15566_o part_n proportional_a subt_n 626_o aequation_n equate_v 1._o 14940_o the_o snns_z mean_a longitude_n 61._o 67681_o aequation_n add_v 1._o 14940_o sun_n true_a place_n 62._o 82621_o and_o in_o like_a manner_n the_o logarithme_n of_o the_o sun_n distance_n from_o the_o earth_n will_v be_v find_v to_o be_v 5._o 0063633_o which_o be_v more_o necessary_a than_o the_o distance_n itself_o in_o the_o calculation_n of_o the_o place_n of_o the_o other_o planet_n we_o have_v as_o most_o convenient_a place_v in_o the_o table_n chap._n 8._o of_o the_o aequation_n of_o civil_a day_n some_o there_o be_v of_o late_a which_o allow_v not_o of_o any_o aequation_n of_o civil_a day_n other_o will_v have_v the_o inequality_n proceed_v from_o two_o cause_n first_o from_o the_o unequal_a motion_n of_o the_o sun_n in_o the_o zodiac_n and_o the_o other_o from_o the_o zodiac_n obliquity_n tycho_n who_o we_o shall_v follow_v in_o this_o particular_a do_v make_v the_o difference_n between_o the_o sun_n true_a longitude_n and_o his_o right_a ascension_n to_o be_v the_o absolute_a aequation_n of_o natural_a day_n the_o which_o be_v also_o clear_o demonstrate_v according_a to_o the_o copernican_n systeme_n by_o thomas_n street_n in_o his_o ephemeris_fw-la for_o the_o year_n 1655_o which_o be_v but_o short_a be_v here_o insert_v the_o aequation_n of_o time_n demonstrate_v let_v a_o be_v the_o centre_n of_o the_o sun_n and_o e_o of_o the_o earth_n â™Ž_o e_o the_o earth_n longitude_n from_o the_o equinoctial_a point_n in_o the_o ecliptic_n â™Ž_o f_o the_o like_a arch_n project_v in_o the_o equator_fw-la â™Ž_o b_o the_o right_a ascension_n of_o the_o earth_n or_o sun_n true_a place_n g_z h_n be_v a_o diameter_n of_o the_o equinoctial_a and_o meridian_n of_o the_o earth_n apparent_a diurnal_a revolution_n a_o b_o the_o semidiameter_n of_o the_o true_a meridian_n and_o equinoctial_a suppose_v in_o the_o heaven_n and_o g_z h_n parallel_n to_o a_o b_o though_o here_o they_o appear_v as_o one_o right_a line_n then_o let_v c_o d_o parallel_n to_o a_o f_o be_v likewise_o a_o diameter_n of_o the_o equinoctial_a and_o meridian_n of_o the_o mean_a or_o equal_a diurnal_a revolution_n hence_o c_z e_z g_z the_o angle_n of_o the_o earth_n libration_n equal_a to_o b_o a_o f_o the_o difference_n of_o longitude_n and_o right_a ascension_n be_v the_o true_a equation_n of_o time_n or_o the_o difference_n between_o the_o equal_a and_o apparent_a time_n and_o according_a to_o this_o demonstration_n be_v our_o table_n entitle_v a_o perpetual_a table_n for_o the_o equation_n of_o time_n compose_v in_o which_o you_o must_v enter_v with_o the_o sign_n and_o degree_n of_o the_o sun_n place_n either_o in_o the_o uppermost_a and_o left_a hand_n column_n descend_v or_o in_o the_o lowermost_a and_o right_a hand_n ascend_v and_o in_o the_o common_a angle_n be_v the_o equation_n according_a to_o the_o title_n to_o be_v add_v or_o subtract_v to_o or_o from_o the_o equal_a time_n that_o it_o may_v be_v make_v apparent_a but_o to_o reduce_v the_o apparent_a to_o the_o equal_a take_v the_o contrary_a title_n chap._n 9_o of_o the_o theory_n and_o motion_n of_o the_o moon_n the_o moon_n according_a to_o our_o hypothesis_n be_v a_o secondary_a planet_n move_v about_o the_o earth_n as_o the_o earth_n and_o other_o planet_n do_v about_o the_o sun_n and_o so_o not_o only_o the_o earth_n but_o the_o whole_a systeme_n of_o the_o moon_n be_v also_o carry_v about_o the_o sun_n in_o a_o year_n and_o hence_o according_a to_o hypparchus_n there_o arise_v a_o twofold_a but_o according_a to_o tycho_n a_o threefold_a inequality_n in_o the_o moon_n motion_n the_o first_o be_v periodicall_a and_o be_v to_o be_v obtain_v after_o the_o same_o manner_n as_o be_v the_o

there_o be_v a_o concurrence_n example_n at_o the_o visible_a conjunction_n march_v 27_o 21._o 90999_o the_o true_a distance_n of_o the_o moon_n from_o the_o sun_n 0â—847_n the_o parallax_n of_o longitude_n 02775_o their_o difference_n 00072_o which_o being_n so_o small_a show_v that_o the_o visible_a conjunction_n be_v precise_o enough_o find_v chap._n 32._o to_o find_v the_o visible_a latitude_n of_o the_o moon_n at_o the_o time_n of_o the_o visible_a conjunction_n in_o these_o northern_a region_n which_o we_o inhabit_v the_o parallax_n of_o latitude_n always_o make_v the_o moon_n to_o appear_v more_o south_n than_o indeed_o she_o be_v to_o find_v the_o visible_a latitude_n therefore_o observe_v these_o rule_n 1_o at_o the_o time_n of_o the_o visible_a conjunction_n find_v out_o the_o true_a latitude_n of_o the_o moon_n thus_o if_o the_o eclipse_n happen_v in_o the_o oriental_a quadrant_a add_v the_o parallax_n of_o longitude_n to_o the_o motion_n of_o the_o sun_n agree_v to_o the_o difference_n between_o the_o true_a and_o visible_a conjunction_n and_o the_o sum_n subtract_v from_o the_o true_a motion_n of_o latitude_n at_o the_o time_n of_o the_o true_a conjunction_n or_o if_o the_o eclipse_n happen_v in_o the_o occidental_a quadrant_a add_v the_o say_a summâ—_n thereto_o and_o you_o have_v the_o true_a motion_n of_o latitude_n at_o the_o visible_a conjunction_n by_o which_o as_o former_o teach_v find_v out_o the_o true_a latitude_n of_o the_o moon_n example_n motion_n of_o the_o sun_n agree_v to_o 04943_o 00202_o parallax_n of_o longitude_n at_o visible_a â˜Œ_o 02775_o the_o sum_n subâ—_n 02977_o motion_n of_o latitude_n at_o true_a â˜Œ_o 8._o 80745_o motion_n of_o latitude_n at_o visible_a â˜Œ_o 8._o 77768_o true_a latitude_n at_o visible_a â˜Œ_o north_n 75808_o at_o the_o same_o time_n find_v the_o parallax_n of_o latitude_n and_o compare_v it_o with_o the_o true_a latitude_n if_o the_o latitude_n be_v south_n add_v they_o together_o the_o sum_n be_v the_o south_n visible_a latitude_n of_o the_o moon_n but_o if_o north_n subtract_v the_o less_o from_o the_o great_a there_o remain_v the_o visible_a latitude_n of_o the_o moon_n which_o shall_v be_v north_n when_o the_o latitude_n be_v great_a than_o the_o parallax_n otherwise_o south_n example_n the_o true_a latitude_n of_o the_o moon_n north_n 0._o 75808_o parallax_n of_o latitude_n 0._o 73633_o the_o visible_a latitude_n north_n 02175_o chap._n 33._o to_o find_v the_o quantity_n of_o a_o solar_a eclipse_n this_o differ_v very_o little_a from_o that_o in_o the_o 24_o chapter_n for_o find_v the_o quantity_n of_o a_o lunar_a eclipse_n for_o it_o with_o their_o mean_a anomaly_n you_o enter_v the_o table_n and_o thence_o take_v out_o the_o semidiameter_n of_o the_o sun_n and_o moon_n and_o add_v they_o together_o and_o from_o the_o sum_n subduct_v the_o visible_a latitude_n of_o the_o moon_n at_o the_o visible_a conjunction_n there_o rest_v the_o scruple_n of_o the_o sun_n body_n deficient_a which_o as_o in_o the_o moon_n so_o here_o in_o the_o sun_n convert_v into_o digit_n example_n semidiameter_n of_o the_o sun_n 27386_o semidiameter_n of_o the_o moon_n 27815_o sum_n of_o the_o â—emidiameters_n 55201_o visible_a latitude_n subtract_v 02175_o scruple_n deficient_a 53026_o so_o the_o digit_n eclipse_v 11._o 61500_o chap._n 34._o to_o find_v the_o beginning_n and_o end_v of_o the_o sun_n eclipse_n by_o the_o visible_a latitude_n of_o the_o moon_n and_o the_o sum_n of_o the_o semidiameter_n of_o the_o sun_n and_o moon_n find_v the_o scruple_n of_o incidence_n as_o in_o the_o moon_n eclipse_n chap._n 25._o 2_o for_o one_o hour_n before_o the_o visible_a conjunction_n find_v by_o the_o 30_o chapter_n the_o visible_a hourly_a motion_n of_o the_o moon_n from_o the_o sun_n by_o which_o divide_v the_o scruple_n of_o incidence_n the_o quotient_n be_v the_o time_n of_o incidence_n which_o subtract_v from_o the_o time_n of_o the_o visible_a conjunction_n leave_v the_o beginning_n of_o the_o eclipse_n 3_o for_o one_o hour_n after_o the_o visible_a conjunction_n find_v the_o visible_a hourly_a motion_n of_o the_o moon_n from_o the_o sun_n by_o which_o divide_v the_o scruple_n of_o incidence_n the_o quotient_n be_v the_o time_n of_o repletion_n which_o add_v to_o the_o time_n of_o the_o visible_a conjunction_n give_v the_o end_n of_o the_o eclipse_n example_n sum_z of_o the_o semidiameter_n 55201_o visible_a latitude_n 02175_o scruple_n of_o incidence_n 55158_o at_o 1_o ho._n before_o the_o visible_a â˜Œ_o march_v 27_o 20._o 90999_o parallax_n of_o longitude_n orient_a 13209_o true_a hourly_a motion_n of_o the_o moon_n from_o the_o sun_n 56140_o visible_a hourly_a motion_n 45174_o time_n of_o incidence_n 1._o 22150_o beginning_n of_o the_o eclipse_n march_v 27_o 20._o 68849_o at_o 1_o ho._n after_o the_o visible_a â˜Œ_o 27_o 22._o 90999_o parallax_n of_o longitude_n occid_n 10119_o visible_a hourly_a motion_n of_o the_o moon_n from_o the_o sun_n 48796_o time_n of_o repletion_n 1_o h._n 1303â—_n end_v of_o the_o eclipse_n 27_o 23._o 04029_o the_o whole_a duration_n 2._o 35180_o chap._n 35._o to_o find_v the_o visible_a latitude_n of_o the_o moon_n at_o the_o beginning_n and_o end_n of_o the_o sun_n eclipse_n for_o the_o beginning_n add_v to_o the_o minute_n of_o incidence_n the_o motion_n of_o the_o sun_n agree_v to_o the_o time_n of_o incidence_n and_o the_o sum_n subtract_v from_o the_o true_a motion_n of_o latitude_n at_o the_o time_n of_o the_o visible_a synod_n so_o have_v you_o the_o true_a motion_n of_o latitude_n at_o the_o beginning_n by_o which_o find_v the_o true_a latitude_n and_o by_o these_o according_a to_o the_o second_o rule_n of_o the_o 32_o chapter_n may_v be_v have_v the_o visible_a latitude_n example_n the_o scruple_n of_o incidence_n 5515â—_n motion_n of_o the_o sun_n answer_v to_o the_o time_n 05016_o the_o sum_n subt_n 60174_o motion_n of_o latitude_n at_o visible_a â˜Œ_o 8._o 77768_o motion_n of_o latitude_n at_o beginning_n 8._o 17594_o true_a latitude_n north_n 70648_o parallax_n of_o latitude_n 82004_o visible_a latitude_n south_n 11353_o 2_o for_o the_o end_n add_v to_o the_o minute_n of_o incidence_n the_o motion_n of_o the_o sun_n agree_v to_o the_o time_n of_o repletion_n and_o the_o sum_n add_v to_o the_o true_a motion_n of_o latitude_n at_o the_o time_n of_o the_o visible_a conjunction_n so_o have_v you_o the_o true_a motion_n of_o latitude_n at_o the_o end_n by_o which_o proceed_v as_o before_o to_o find_v the_o visible_a latitude_n example_n scruple_n of_o incidence_n 55158_o motion_n of_o the_o sun_n agree_v to_o the_o time_n of_o repl_n 04642_o the_o sum_n add_v 59800_o motion_n of_o latitude_n at_o the_o visible_a â˜Œ_o 8._o 77768_o motion_n of_o latitude_n at_o the_o end_n 9_o 37568_o true_a latitude_n north_n 80925_o parallax_n of_o latitude_n 65218_o visible_a latitude_n north_n 15707_o chap._n 36._o to_o delineate_v the_o eclipse_n of_o the_o sun_n and_o moon_n for_o the_o moon_n draw_v the_o line_n ac_fw-la and_o bd_o to_o intersect_v one_o another_o at_o right_a angle_n in_o e_o which_o point_n of_o intersection_n be_v the_o place_n of_o the_o ecliptic_a where_o the_o eclipse_n happen_v upon_o which_o as_o a_o centre_n draw_v the_o peripherie_n abcd_v of_o the_o quantity_n of_o the_o sum_n of_o the_o semidiameter_n of_o the_o moon_n and_o the_o earth_n shadow_n which_o may_v be_v do_v by_o help_n of_o a_o scale_n or_o sector_n of_o equal_a division_n also_o to_o the_o quantity_n of_o the_o semidiameter_n of_o the_o earth_n shadow_n draw_v upon_o the_o same_o centre_n another_o peripherie_n then_o because_o the_o moon_n eclipse_n begin_v on_o the_o east_n part_n of_o her_o body_n you_o must_v upon_o the_o west_n side_n of_o your_o plane_n note_v down_o the_o latitude_n of_o the_o moon_n in_o the_o arch_n bcd_n which_o here_o represent_v the_o west_n part_n and_o may_v be_v thus_o do_v from_o e_o upon_o the_o line_n bd_o prick_v out_o the_o latitude_n at_o the_o beginning_n towards_z b_o if_o the_o latitude_n be_v north_n towards_o d_o if_o south_n and_o it_o terminatâ—s_v at_o g_o from_o which_o draw_v a_o parallel_n to_o ac_fw-la and_o in_o the_o arch_a bc_n it_o mark_v out_o f._n also_o for_o the_o end_n of_o the_o eclipse_n proceed_v in_o like_a manner_n on_o the_o other_o side_n and_o you_o have_v the_o latitude_n terminate_v at_o i_o and_o the_o parallel_n fall_v at_o h._n then_o draw_v a_o line_n between_o f_o and_o h_n and_o where_o it_o intersect_v bd_o mark_v it_o with_o k._n last_o upon_o the_o centre_n f_o k_o and_o h_n draw_v three_o equal_a circle_n have_v for_o radius_fw-la the_o semidiameter_n of_o the_o moon_n and_o the_o work_n be_v do_v typus_fw-la eclipseos_fw-la lunae_fw-la praedictae_fw-la example_n of_o the_o forementioned_a eclipse_n of_o the_o moon_n march_n 15._o 1652_o sum_n of_o the_o semidiameter_n ebb_v 97385_o semidiameter_n of_o shadow_n em_n 70954_o initial_a

Selected quad for the lemma: end_n

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