A METHOD OF MAGNIFYING A BIT MAP FONT DATA IN A HORIZONTAL DIRECTION

Abstract: A method of magnifying in a horizontal direction a bit map font data used in printing by a dot matrix printer, wherein a number of successive "0's" in a portion which represents a solid line in the horizontal direction in an original bit map font data, are reduced to not more than a predetermined number by replacing one "0" of the more than the predetermined number of successive "0's" with a "1", before magnification.

Description: The present invention relates to a method of magnifying a bit map font data in a horizontal direction, more particularly, it relates to a method of magnifying a bit map font data suitable for half density print, in a horizontal direction and at a predetermined magnification rate, to obtain a magnified bit map font data still suitable for half density printing. Dot matrix printers, for example, twenty-four pin dot matrix printers, have a characteristics such that the quality of a printed character is high, and that various modifications of a character style are possible. On such modification is a magnification of a character. The simplest algorithm used for magnifying a character made of a bit map data, in a horizontal/vertical direction, is a method of multiplying each bit in each of the horizontal/vertical directions by each magnification rate, e.g., at a magnification rate of two, as shown in Figure 1. The above method, however, is not applicable to the twenty-four pin printers currently in use, because a half density printing is carried out to improve the quality of printed characters. An example of bit map data modified for the half density printing is shown in Figure 2. This is a bit map font data for a number "4". As shown in Fig. 2, in the bit map data modified for the half density printing, the number of bits provided is more than the minimum number of bits needed to recognize the character or number, and accordingly, because so many bits are provided to represent each character, the half density printing method can produce various types of character style, for example, Gothic style, Italic style, or even a cursive script style, in detail, and smoothly, with a good aesthetic appearance. In the example of Fig. 2, when, for example, an oblique solid line which is a part of the construction of the number "4", is printed on a paper by a dot matrix printer, a high quality printing with a smooth outline (without noticeable nodes or snaking) can be obtained. Figure 3 shows a simulated printing result of the bit map data of Fig. 2, wherein each circle filled with oblique lines shows a printed dot mark corresponding to one dot indicated by a black mesh in Fig. 2. Another characteristic of the bit map data for the half density printing is that, as shown in Fig. 2, a "1" dot is not followed by a "1" dot in a series of bit data representing a solid line in the horizontal direction, and more than a predetermined number (for example, two in Fig. 2) of successive "0's" does not appear in the solid line, where "1" means print, and "0" means not print. The reason why the solid line in the horizontal direction in the bit map data for the half density printing is represented by a series of bit data as mentioned above, is related to the mechanism of the dot matrix printers and is explained as follows. Figures 4 and 5 show an outline of the construction of a dot matrix printer. In Figs. 4 and 5, reference numeral 11 denotes a platen, 12 denotes a paper, 22 denotes a printing head, 21 denotes a carriage for the printing head, and 221-1, 221-2, ··· 221-24 denote twenty-four head pins (dot wires). The twenty-four head pins (dot wires) 221-1, 221-2, ··· 221-24 are mounted in a portion 221 which protrudes toward the platen 11, in the printing head 22, and each of the head pins (dot wires) 221-1, 221-2, ··· 221-24 is moved toward the platen 11 by driving an exciting coil (not shown) provided to move each of the head pins 221-1, 221-2, ··· 221-24. A paper 12 and an ink ribbon (not shown) are set to intervene between the tops of the head pins 221-1,221-2, ···221-24 and the surface of the platen 11. Accordingly, when a head pin 221-i is moved toward the platen 11, a dot portion of the ink ribbon, corresponding to the position of the moved head pin 221-i, is pressed on the paper 12 which is rolled on the platen 11, and therefore, a dot mark is printed on the paper 12. The head pins 221-1,221-2, ···221-24 are arranged in a row in the direction vertical to the axis of the platen 11, and parallel to a tangent line of a circumference of the platen 11, and thus, for example, a series of data in each column (each series of data in the vertical direction) of the bit map data of Fig. 2, can be printed on the paper 12 at one time. Further, the carriage 21 mounting the printing head 22 is moved in the direction parallel to the axis of the platen 11 (hereinafter called horizontal direction). By moving the carriage 21 in the horizontal direction at an appropriate speed, each series of data in each column in a bit map font data (for example, each series of data in each column in the bit map font data as shown in Fig. 2) is printed on a paper 12, one column by one column. Therefore, the speed of printing greatly depends on the speed at which the carriage 21 is moved, but this speed is limited by the time needed for each head pin 221-i to press a succeeding dot after pressing a preceding dot, i.e., a recovery time or cycle time of a piston motion of a head pin 221-i, when printing two dots in succession, driven by an exciting coil. If a series of bit data representing a solid line in the horizontal direction includes successive "1's", where "1" means print, the carriage 21 moves in the horizontal direction at a speed of less than one dot per T (sec), where T (sec) is the abovementioned cycle time of the piston motion of each head pin 221-i, but, if the above mentioned series of bit data, representing a solid line in the horizontal direction and including successive "1's", is modified so that no successive "1's" are included in the series of bit data, the speed at which the carriage 21 is moved can be made faster than the speed of the carriage in the abovementioned case when including successive "1's". For example, a series of bit data representing a solid line in the horizontal direction, are made to have a "1" on alternate dots, the moving speed of the carriage 21 can be made doubled compared with the abovementiond case including successive "1's". Moreover, the series of bit data representing a solid line in the horizontal direction in the bit map data shown in Fig. 2 includes two successive "0's". These successive "0's" are provided for maintaining a length of the solid line represented mainly by the alternate dots, i.e., for making each end dot of the solid line "1". Generally, the lengths of solid lines which are a part of a character must be maintained even after magnification, to maintain the character style. Figures 6, 7, and 8 show a sampled portion consisting of marks made by printed dots and not-printed dots corresponding to a series of bit data, respectively, under a predetermined dimensional condition of a pitch of the dots in the horizontal direction and a diameter of a mark printed by a dot data "1", for example, a pitch of the dots is 1/360"(0.07 mm) and a diameter of a mark is 1/120" (about 0.2mm)⊘. A printed dot is shown by a circle filled with oblique lines, and a not-printed dot is shown by a blank circle. The very large overlap of the circles indicating dots adjacent to each other, creates the smoothness of outlines of the printed character made by a series of dot marks. The marks made by printed dots and a not-printed dot shown in Fig. 6, corresponds to a series of bit data "101", the marks made by printed dots and not-printed dots shown in Fig. 7, corresponds to a series of bit data "1001", and the marks made by printed dots and not-printed dots shown in Fig. 8, corresponds to a series of bit data "10001". Under the abovementioned dimensional conditions, as shown in Fig. 6, a series of bit data consisting of successive "10's" appears as an almost smooth solid line, and as shown in Fig. 7, even a portion printed in accordance with the series of bit data "1001", appears to be connected. But, as shown in Fig. 8, a portion printed in accordance with the series of bit data "10001", appears to be disconnected, i.e., as having a blank portion. This means that, under the above dimensional condition of the pitch of dots and the diameter of a printed mark, a series of bit data representing a solid line in the horizontal direction, which series of bit data does not include more than two successive "0's", appears to be a solid line when printed. Generally, depending on the dimensional conditions of the pitch of dots and the diameter of a printed mark, a maximum allowable number of successive "0's" in a series of bit data to represent a solid line in the horizontal direction in a bit map font data for half density printing, will change. A general requirement for a series of bit data to represent a solid line in the horizontal direction in a bit map font data for half density printing, is that a "1" dot is not followd by a "1", and that more than a predetermined number of successive "0's" do not appear in the series of bit data, and a series of bit data representing a solid line in the horizontal direction must still satisfy the above requirement even after magnification in the horizontal direction. Since the above requirement relates only to the magnification in the horizontal direction, a simple multiplication of each bit of an original bit map font data as shown in Fig. 1, can be applied to the magnification in the vertical direction. Figure 9 shows an example of a detailed process of carrying out a conventional method of magnifying a bit map font data for half density printing in the horizontal direction at a magnification rate of three. In the example of Fig. 9, a series of bit data in the horizontal direction, which is sampled from the portion shown by (A) in the bit map font data of Fig. 2, which is shown in Figure 10, is used as an original series of bit data to be magnified in the horizontal direction. In the conventional method of magnifying a bit map font data for half density printing in the horizontal direction shown in Fig. 9, at the first step, an intermediate magnification-stage magnified element is generated from each bit of the original series of bit data as follows: an original bit "1" generates h "10's" where h is a magnification rate; and an original bit "0" generates h "00's", e.g., when the magnification rate is three, an original bit "1" generates "101010"; and an original bit "0" generates "000000". At the second step, the positions of columns for the intermediate-stage magnified element for each of the original "1's" and "0's" are arranged in the order in which the "1's" and "0's" are arranged in the original font data, and the positions of the two intermediate-stage magnified elements adjacent to each other are arranged with a difference of h columns. At the third step, an OR logic of all bits in each of the columns, each of which bits is a component of the intermediate-stage magnified elements, and the positions of which bits have been arranged at the above second step, is calculated. A general algorithm to obtain the value of each bit in the magnified series of bit data by the conventional method of magnifying a bit map font data for half density printing in the horizontal direction, which covers the abovementioned process of the magnification shown in Fig. 9, is shown in Figure 11, using a flow chart. In Fig. 11, a column number of an original data is shown by "a", a column number of a magnified data is shown by "b", and a total number of columns constituting the original bit map data is shown by "W". At step 101 of Fig. 11, an initial setting of the column number of an original data is carried out as a=1. At step 102 in Fig. 11, an initial setting of the column number of a magnified data is carried out as b=1. At step 103 in Fig. 11, the conventional basic equation for writing a magnified data, for generating a magnified data, is applied. At step 104 of Fig. 11, the column number of the magnified data is incremented by two. At step 105 of Fig. 11, it is determined whether or not the original data is written h (the magnification rate, for example, three) times. At step 106 of Fig. 11, the column number of the original data is incremented. At step 107 of Fig. 11, it is determined whether or not the column number of the original data is smaller than or equal to W. In the conventional basic equation for writing a magnified data for generating a magnified data, at step 103, to obtain a value (b) of each column b in the magnified series of bit data; a calculation of an OR logic of a value (a) of the corresponding column a in the original series of bit data, and the value (b) of the same column b obtained in the previous cycles, is carried out; and then a calculation is made of an AND logic of the result of the above OR logic calculation of each column b and the inverted value (b-1) of the one column before b-1 in the magnified bit map data. The above OR logic calculation in step 103, corresponding to, for example, the operation at the third step in the aforementioned process of Fig. 9, means that the magnified bit map data obtained in all cycles in the process of Fig. 12 must be superposed, and the above AND logic calculation in the step 103 means that a "1" dot must not be followed by a "1" dot (hereinafter called a successive "1's" inhibition rule). At steps from 102 to 105, the values in alternate columns from the column number b=h(a-1)+1 to b=h(a+1)+1 in the magnified bit map data, are obtained for each column a of the original data, and in steps 101 to 107, the values in all columns (b) in the magnified bit map data corresponding to all columns a in the original bit map data, are obtained. In the process of Fig. 11, the values in the columns corresponding to the even-numbered columns in the aforementioned intermediate magnification-stage magnified element, for example, "0's" in the aforementioned h "10's" in Fig. 9, are not calculated, because these are always zero, and do not affect the result of the OR calculation. Returning to Fig. 9, the result of the magnified bit map data of Fig. 9, includes more than two successive "0's", i.e., "0000". Under the aforementioned dimensional condition of the pitch of dots and the diameter of the printed dots, as understood by referring to Fig. 8, these successive "0's", i.e., "0000", generate a blank portion in a solid line when printed. Namely, by the conventional method of magnification it is impossible to effectively prevent an appearance of a visible blank portion at which a solid line in the horizontal direction must be represented, in a bit map data for half density printing, when magnified in the horizontal direction. Therefore, when a character constituted by a bit map font data for half density printing, is magnified in the horizontal direction by the conventional method of magnification, and printed, the original character style is sometimes damaged due to an appearance of a blank portion in a solid line in the horizontal direction, which solid line composes a part of the construction of the character. According to this invention a method of magnifying bit map font data for half density printing comprising a step of magnifying the bit map font data in the horizontal direction at a predetermined magnification rate, is characterised in that the method includes a first step, before the magnifying step, of reducing a number of successive "0's" in a portion of the bit map font data which represents a solid line in the horizontal direction, to not more than a predetermined number, by replacing one "0" of more than the predetermined number of successive "0's" with a "1". According to another aspect of this invention a method of magnifying a bit map font data in a horizontal direction comprises : a first step of reducing a number of successive "0's" in a portion which represents a solid line in the horizontal direction in said bit map font data, to not more than a predetermined number, by replacing one or some "0's" among more than said predetermined number of successive "0's" with a "1" ; and a second step of magnifying said bit map font data for half density printing after said replacement, in the horizontal direction at a predetermined magnification rate. The advantage of the present invention is the provision of a method of magnifying bit map font data for half density printing in the horizontal direction at a predetermined magnification rate, without generating a blank portion in a solid line in the horizontal direction when printed after magnification. Particular examples of methods in accordance with this invention will now be described and contrasted with the prior art with reference to the accompanying drawings, in which:- Figure 1 shows an example of a method of multiplying each bit in each of the horizontal/vertical directions by each magnification rate; Figure 2 shows an example of bit map font data for a number "4" modified for the half density printing; Figure 3 shows a simulated printing result of the bit map font data of Fig. 2; Figures 4 and 5 show an outline of the construction of a dot matrix printer; Figures 6, 7 and 8 show a sampled portion consisting of marks made by printed dots and not-printed dots corresponding to a series of bit data, under a predetermined dimensional condition of a pitch of dots in the horizontal direction and a diameter of a mark printed by a dot data "1"; Figure 9 shows an example of a detailed process of carrying out a conventional method of magnifying a bit map font data for half density printing in the horizontal direction at a magnification rate of three; Figure 10 shows a series of bit data in the horizontal direction, sampled from the portion of the bit map font data shown by (A) in Fig. 2; Figure 11 shows an algorithm to obtain the value of each bit in the magnified bit data by the conventional method of magnifying a bit map font data for half density printing in the horizontal direction; Figure 12 shows an algorithm to obtain the value of each bit in the magnified bit data by the method of magnifying a bit map font data for half density printing in the horizontal direction, as an embodiment of the present invention; Figure 13 shows an example of a detailed process of carrying out a method of magnifying a bit map font data for half density printing in the horizontal direction at a magnification rate of three, realizing the algorithm of Fig. 12; Figure 14 shows the outlined construction of an example of the apparatus carrying out the method of magnifying a bit map font data for half density printing in the horizontal direction, according to the present invention; Figure 15 shows a simulated printing result of the bit map data magnified in the horizontal direction at the magnification rate of three by the method of Fig. 12; and Figure 16 shows a simulated printing result of the bit map data magnified in the horizontal direction at the magnification rate of three by the method of Fig. 11. The first aspect of the present invention is a method of magnifying a bit map font data in a horizontal direction, which comprises: a first step of reducing the number of successive "0's" in a portion which represents a solid line in the horizontal direction in the bit map font data, to not more than a first predetermined number, by replacing one or some "0's" among the more than first predetermined number of successive "0's" with a "1"; and a second step of magnifying the bit map font data for half density printing after the above replacement, in the horizontal direction at a predetermined magnification rate. The above first predetermined number determined as a number such that, when more than the first predetermined number of successive "0's" appear in a series of the original bit data; which series of the original bit data should represent a solid line when printed, more than a second predetermined number of successive "0's" appear in a series of bit data which are generated by magnifying the above series of the original bit data in the horizontal direction, where the appearance of more than the second predetermined number of successive "0's" in a series of bit data, which should represent a solid line when printed, generates a blank portion in the portion which should represent a solid line when printed. According to the first aspect of the present invention, more than a second predetermined number of successive "0's" do not appear in the portion which should represent a solid line when printed, in the magnified bit map font data. Therefore, the method of magnifying a bit map font data for half density printing in the horizontal direction, according to the present invention, enables the prevention of an appearance of a blank (a not-printed portion) in a portion which should represent a solid line when printed, after magnification in the horizontal direction. In addition to the above, in a second aspect of the present invention, an additional step (third step) is added after the above second step in the first aspect of the present invention. At the third step, a correction of a magnified bit map font data obtained by the second step so that a "1" is not followed by a "1" in the horizontal direction in a resultant bit map font data, is carried out, when a "1" is followed by another "1" in the above magnified bit map font data obtained by the above second step. According to this additional third step, even if a "1" is followed by another "1" in the above magnified bit map font data obtained by the above second step, the successive "1's" are removed from the final result of the magnified bit map font data. As mentioned later, by a predetermined magnification method, under a predetermined magnification rate (for example, when the magnification rate is an even integer), successive "1's" do not appear in the result of the above second step. Therefore, in this case, the above third step is not necessary. Figure 12 shows a general algorithm used to obtain the value of each bit in the magnified series of bit data by a method of magnifying a bit map font data for half density printing in the horizontal direction according to the present invention, which algorithm covers a detailed process of the magnification shown in Fig. 13 which is explained later. Figure 12 corresponds to Fig. 11 which shows a general algorithm used in the prior art. Note the denotations of the parameters "a", "b", and "W" in Fig. 12 are the same as in Fig. 11. At step 111 of Fig. 12, an initial setting of the column number of an original data is carried out as a=1. At step 112 in Fig. 12, an initial setting of the column number of a magnified data is carried out as b=1. At step 113 in Fig. 12, the basic equation for writing a magnified data for generating a magnified data, according to the present invention, is applied. At step 114 of Fig. 12, the column number of the magnified data is incremented by two. At step 115 of Fig. 12, it is determined whether or not the original data has been written h (the magnification rate, for example, three) times. At step 116 of Fig. 12, the column number of the original data is incremented. At step 117 of Fig. 12, it is determined whether or not the column number of the original data is small than or equal to W. The algorithm according to the present invention, is different from the conventional algorithm of Fig. 11, only in the basic equation for writing a magnified data for generating a magnified data at step 113, to obtain a value (b) of each column b in the magnified bit data. At step 113: a calculation of an AND logic of the value (a-2) of two columns before the corresponding column a in the original series of bit data, and the value (a+1) of the next column a+1 in the original series of bit data, is carried out; and then a calculation of an OR logic of the value (a) of the corresponding column a in the original series of bit data, the value (b) of the same column b obtained in the previous cycles, and the result of the above AND logic calculation, is carried out; and finally, a calculation of an AND logic of the result of the above OR logic calculation of each column b and the inverted value (b-1) of the one column before in the magnified bit map data, is carried out. The above AND logic calculation carried out finally at step 113 means that a "1" dot should not be followed by a "1" dot, and this is the aforementioned successive "0's" inhibition rule in a series of bit data as the final result of the magnification, as in the case at step 103 of Fig. 11. The above OR logic calculation at step 113, means that the magnified bit map data obtained in all cycles in the process of Fig. 12 must be superposed, as in the case at step 103 of Fig. 11. According to the present invention, however, at the step 113, the calculation result of the AND logic of the value (a-2) of two columns before the corresponding column a in the original series of bit data, and the value (a+1) of the next column a+1 in the original series of bit data is superposed in addition to the superposed data at the conventional step 103 in Fig. 11. The above AND logic means that, when both the value (a-2) of two columns before the corresponding column a in the original series of bit data, and the value (a+1) of the next column a+1 in the original series of bit data, are "1", the value (a) of the column a is deemed "1" regardless of the actual value (a) of the column a, e.g., when the values (a-2, a-1, a, a+1) of the columns "a-2, a-1, a, a+1" in the original series of bit data are "1001", these are deemed "1011" before an operation of magnification by step 113 of Fig. 12. Therefore, this is an example of the realization of the aforementioned first step of the present invention for reducing the number of successive "0's" in the portion which represents a solid line in the horizontal direction in a bit map font data to not more than a first predetermined number, by replacing one or some "0's" among the more than the first predetermined number of successive "0's", with a "1". Further, as readily understood by the above explanation, in the basic equation for writing a magnified data for generating a magnified data, according to the present invention at step 113 of Fig. 12, the combination of (a-2) and (a+1) can be replaced by a combination of (a-1) and (a+2). More generally, to reduce the number of successive "0's" in the original series of bit data, by replacing one of the successive "0's" with a "1", --assuming that n is the number of the successive "0's", and k is an arbitrary integer greater than zero and smaller than n,-- the value of the column with the column number a, must be replaced with the result of the AND logic calculation of the value (a-n+k) of n-k columns before the corresponding column a in the original series of bit data, and the value (a+k+1) of k+1 columns after the corresponding column a in the original series of bit data, and by repeating this process, a plurality of the successive "0's" can be replaced with "1". Returning to the process of Fig. 12, similar to the steps in Fig. 11, at steps 112 to 115 in Fig. 12, the values (b)'s in alternate columns from the column number b=h(a-1)+1 to b=h(a+1)+1 in the magnified bit map data are obtained for each column (a) of the original data, and at steps 111 to 117, the values (b)'s in the magnified bit map data, corresponding to all columns (a) in the original bit map data, are obtained. Similar to the case in Fig. 11, in the process of Fig. 12, the values in the columns corresponding to the even-numbered columns in the aforementioned intermediate magnification-stage magnified element, are not calculated, because these are always zero, and do not affect the result of the OR calculation. Figure 13 shows an example of a detailed process of carrying out a method of magnifying a bit map font data for half density printing in the horizontal direction, realizing the algorithm of Fig. 12. Figure 13 corresponds to Fig. 9 in the prior art, where the series of data (the original data) of Fig. 10 are again used as an original series of bit data, and the magnification rate h in the horizontal direction is also three, i.e., h=3. The process after the aforementioned process of reducing the number of successive "0's" in the original series of bit data, by replacing one of the successive "0's" with a "1", in the process of Fig. 13, can be understood as similar to the process of Fig. 9 explained before. At the second step of Fig. 13, an intermediate-stage magnified element is generated from each bit of the series of the bit data obtained through the first step, as follows: a bit "1" in the series of data obtained through the first step generates h "10's" where h is a magnification rate; and a bit "0" generates h "00's", e.g., when the magnification rate is three, a bit "1" generates "101010"; and a bit "0" generates "000000". At the third step, the positions of columns for the intermediate-stage magnified element for each of the above "1's" and "0's" are arranged in the order in which the "1's" and "0's" are arranged in the series of data obtained through the first step, and the positions of the two intermediate-stage magnified elements adjacent to each other are arranged with a difference of h columns. At the fourth step, an OR logic of all bits in each of the columns, each of which bits is a component of the intermediate-stage magnified elements and the positions of which bits have been arranged at the above third step, is calculated. In addition, at the fifth step, the aforementioned successive "1's" inhibition rule in the series of magnified bit data as a final result is applied to the resultant series of bit data obtained through the above fourth step. This step is necessary because successive "1's" might appear in the resultant series of bit data obtained through the above fourth step, e.g., "1111" shown in the example of Fig. 13. However, successive "1's" in the resultant series of bit data obtained through the above fourth step can appear only when the magnification rate h is an odd number because, as mentioned before, the intermediate-stage magnified elements adjacent to each other are spaced by h columns, and therefore, when h is an even number only odd-numbered columns can be "1" in the resultant series of bit data obtained through the above fourth step, i.e., successive "1's" do not appear in the resultant series of bit data obtained through the above fourth step. Thus, in this case, the above fifth step for applying the inhibition rule is not necessary. Regarding the problem of an appearance of successive "0's" in the series of magnified bit data, for example, according to the process of Fig. 13, the series of data "1001" are changed to "1011", before carrying out the process at the above second to fourth steps, which is equivalent to the aforementioned process at the conventional first to third steps of Fig. 9, and therefore, the result of the magnified bit map data of Fig. 13 does not include more than two successive "0's". Under the aforementioned dimensional condition of the pitch of dots and the diameter of the printed dots, not more than two successive "0's" do not generate a blank portion in a portion which should represent a solid line when printed. Generally, when replacing one "0" in successive "0's" in the original data with a "1", the aforementioned intermediate-stage magnified element corresponding to the replacement "1", consisting of a succession of "10's", is inserted, and the succession of "10's" breaks a succession of "0's" generated by the seccessive "0's" in the original data. Therefore, generally, the above first step can reduce the number of successive "0's" in the magnified series of bit data, and by a suitable selection of the columns to be replaced, among the columns corresponding to the seccessive "0's" in the original data, generally the above first step can reduce the number of successive "0's" in the magnified series of bit data to not more than the (aforementioned second) predetermined number where more than the second predetermined number of seccessive "0's" in the magnified series of bit data generates a visible blank portion when printed in a portion which should represent a solid line. Consequently, it is possible to effectively prevent an appearance of visible blank portion in a solid line in the horizontal direction in a bit map font data for half density printing when magnified in the horizontal direction, and therefore, when a character constituted by a bit map font data for half density printing is magnified in the horizontal direction by the method of magnification according to the present invention, and printed, the original character style is maintained without a damage due to an appearance of a blank portion in a solid line in the horizontal direction, which solid line is a part of the construction of the character. Figure 14 shows the outlined construction of an example of the apparatus for carrying out the method of magnifying a bit map font data for half density printing in the horizontal direction according to the present invention. A preprocessing portion 1 in Fig. 14, which is realized by a computer unit as a concrete hardware construction, reads related data (number of columns of a character, bit data, etc.) from a CG data memory 3, based on a character code, for example, a number "4", a magnification rate h, for example, three, which are input thereto, and stores the bit data (font data) in a work area 4, and at the same time, sets the number of columns of a character W, and the magnification rate h=3, etc., in a constants registering area. A horizontal magnification processing portion 2, which is also realized by a computer unit as a concrete hardware construction, magnifies a font data for half density printing in the horizontal direction and carries out the other processes. A CG data memory 3 stores bit data corresponding to character codes (bit map font data for half density printing), number of columns of each of the characters, and the like. A work area 4 is an area at which the bit data and the like are stored, and at which the processing mentioned before is carried out. A line buffer 5 is used to store the bit data magnified in the horizontal (and also in the vertical) directions by the horizontal magnification processing portion 2. The magnified bit data are output therefrom one by one, and sent to a printing portion and printed. The operation of the construction of Fig. 14 is as already explained with reference to Figs. 1 ∼ 13. Figure 15 shows an example of a simulated printing result of the bit map data magnified in the horizontal direction at the magnification rate three by the method of Fig. 12 (and Fig. 13), and Figure 16 shows an example of a simulated printing result of the bit map data magnified in the horizontal direction at the magnification rate three by the method of Fig. 11 (and Fig. 9). In both cases, the bit map font data of Fig. 2 is used as an original data, and the correspondence with a sampled series of resulting bit data indicated by "B" in Fig. 9 is shown in Fig. 16, and the correspondence with a sampled series of resulting bit data indicated by "F" in Fig. 13 is shown in Fig. 15. As shown in Fig. 16, the simulated printing result of the bit map data magnified in the horizontal direction by the conventional method of Fig. 11 includes an obvious blank portion, which must be a part of a solid line in the horizontal direction, i.e., the character style magnified by the conventional method of Fig. 11, suffers obvious damage. However, as shown in Fig. 15, the simulated printing result of the bit map data magnified in the horizontal direction by the method according to the present invention of Fig. 12, includes no blank portion, and still maintains the original character style even after the magnification, which is evident when compared with the simulated printing result of the original bit map font data of Fig. 2 shown in Fig. 3.

Claims: A method of magnifying bit map font data for half density printing comprising a step of magnifying the bit map font data in the horizontal direction at a predetermined magnification rate, characterised in that the method includes a first step, before the magnifying step, of reducing a number of successive "0's" in a portion of the bit map font data which represents a solid line in the horizontal direction, to not more than a predetermined number, by replacing one "0" of more than the predetermined number of successive "0's" with a "1". A method according to claim 1, including an additional step after the magnifying step of correcting the magnified bit map font data so obtained so that a "1" is not followed by a "1" in a portion which is to be printed as a solid line in the horizontal direction in a resultant bit map font data, when a "1" is followed by another "1" in the magnified bit map font data obtained by the magnifying step. A method according to claims 1 or 2, wherein the magnifying step comprises: a step of obtaining an intermediate-stage magnified element for each "1" in said portion which represents a solid line in the horizontal direction in the original bit map font data by generating h seccessive "10's" for each "1" in the portion in the original font data, where h equals said predetermined magnification rate; a step of obtaining an intermediate-stage magnified element for each "0" in the portion which represents a solid line in the horizontal direction in the original bit map font data by generating h successive "00's" for each "0" in the portion in the original bit map font data, where h equals said predetermined magnification rate; a step for arranging a position of columns for the intermediate-stage magnified element for each of the "1's" and "0's", in the order in which the "1's" and "0's" are arranged in the original bit map font data, and the positions of two of the intermediate-stage magnified elements adjacent to each other, are arragned with a difference of h columns; and, a step of calculating an OR Logic of all bit data in each of the columns, which bit data have been positioned at the arranging step. A method of magnifying a bit map font data in a horizontal direction comprising: a first step of reducing a number of successive "0's" in a portion which represents a solid line in the horizontal direction in said bit map font data, to not more than a predetermined number, by replacing one or some "0's" among more than said predetermined number of successive "0's" with a "1"; and a second step of magnifying said bit map font data for half density printing after said replacement, in the horizontal direction at a predetermined magnification rate.

Inventors: IIZUKA, SHINICHI
Applicants: FUJITSU LIMITED
Application year: 1989
Main classification: G06K15
IPC codes: G06F3, B41J2, G09G1, G06K15, G09G5